|
1
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
2
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
3
|
Calculation of Acceleration factor by Arrhenius equation
|
Acceleration factor,Arrhenius equation,Accelerated test temperature,Practical use temperature,Activation energy,Boltzmann constant,Aging Term.
|
|
4
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
5
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
6
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
7
|
Calculation of Absorbed Energy on Charpy impact test,Izod impact strength test
|
Absorbed Energy,Charpy impact test,Izod impact strength test,Angle of fall,Angles at the end of the swing,Mass of hammer,Energy Loss,Gravitational acceleration.
|
|
8
|
Calculation of Wahl Stress Correction Factor
|
Wahl Stress Correction Factor,Mean coil diameter,Diameter of spring wire,Helical Compression Spring,Spring Index.
|
|
9
|
Calculation of Austenitic Grain Size Number
|
Austenitic Grain Size Number,Number of grain per 1mm^2.
|
|
10
|
Calculation of Ferritic Grain Size Number
|
Ferritic Grain Size Number,Number of grain per 25mm^2.
|
|
11
|
Calculation of Carbon Equivalent
|
Carbon Equivalent , Carbon Equivalent Value , Carbon , Manganese , Silica , Nickel , Chromium , Molybdenum , Vanadium , Copper , Japanese Industrial Standards , International Organization for Standardization.
|
|
12
|
Calculation of Weld Crack Sensitivity Composition
|
Weld Crack Sensitivity Composition , Carbon , Manganese , Silica , Nickel , Chromium , Molybdenum , Vanadium , Copper , Japanese Industrial Standards , International Organization for Standardization , Boron
|
|
13
|
Calculation of Crack Sensitivity Equation for Galvanizing
|
Crack Sensitivity Equation for Galvanizing , Carbon , Manganese , Silica , Nickel , Chromium , Molybdenum , Vanadium , Copper , Japanese Industrial Standards , International Organization for Standardization , Boron
|
|
14
|
Calculation of Schedule Number of Carbon steel pipes
|
Schedule Number,Carbon steel pipes,Nominal wall thickness,Outside diameter of pipe,Wall thickness tolerance,Corrosion Allowance,Internal pressure,Allowable stress.
|
|
15
|
Calculation of Vickers hardness
|
Vickers hardness,diagonal length of dent,Test force.
|
|
16
|
Calculation of Brinell hardness
|
Brinell hardness,diagonal length of dent,Test force.
|
|
17
|
Calculation of Knoop hardness
|
Knoop hardness,diagonal length of dent,Test force,Microscope.
|
|
18
|
Calculation of Ultra-low loaded hardness test
|
Method for ultra-low loaded hardness test,Berkovich indenter,Triangular pyramid,Test force.
|
|
19
|
Calculation of Rating Number：Salt Spray Testing
|
Methods of salt spray testing,Corroded Area,Rating number.
|
|
20
|
Calculation of Loss Factor on Damped Free Vibration by attenuation method
|
Loss Factor,Damped Free Vibration,Response displacement or velocity,Amplitude,Frequency,Phase,Damping factor.
|
|
21
|
Calculation of Response Potential by Nernst equation
|
Response Potential,Nernst equation,Standard electrode potential,Molar gas constant,Temperature,Valence of ion,Faraday constant,Reaction quotient,
|
|
22
|
Calculation of Cherenkov radiation：Cone angle
|
Cherenkov radiation,Cone angle,Speed of light in vacuum,Refraction index of medium,Speed of particle.
|
|
23
|
Calculation of Thickness of Grown Oxide Film
|
Growth of oxide film,Ambient temperature,Aging Term,Activation energy,Boltzmann constant.
|
|
24
|
Calculation of Leakage volume of water throuch Crack
|
Concrete,Crack,Leakage,Hydraulic head,Viscosity coefficient,Density,water.
|
|
25
|
Calculation of Carbonation Prediction of Concrete by HAMADA formula
|
Carbonation prediction,concrete,cement,HAMADA Equation,Water/Cement weight ratio.
|
|
26
|
Calculation of Water weight in the wetly soil above ground water
|
Degree of Saturation,wetly soil,ground water,Void ratio,Volume of Void,Volume of Soil Particles,Unit weight of Water.
|
|
27
|
Calculation of Carbonation Prediction of Concrete by KISHITANI formula
|
Carbonation prediction,concrete,cement,KISHITANI Equation,Water/Cement weight ratio.
|
|
28
|
Prediction of Chloride Ion Penetration in Concrete
|
Prediction of Chloride Ion Penetration in Concrete,Water/Cement weight ratio,Chloride Ion Content on the Concrete Surface,Initial Chloride Ion Content inside Concrete,Depth from Concrete Surface to Rebar,Age of Concrete,Error Function,Hastings Approximation.
|
|
29
|
Calculation of Electrostatic Force by Coulomb’’s Law
|
Coulomb’’s Law,Electrostatic force,Charge,Distance between two charges,Permittivity.
|
|
30
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Simple beam-Two concentrated Loads in opposite directions
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Two concentrated Loads in opposite directions.
|
|
31
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Simple beam-Partial uniformly distributed load
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Partial uniformly distributed load.
|
|
32
|
Calculation of Probability by Poisson Distribution
|
Number of elements in Population,Number of incidence in Population,Number of elements in Sample,Occurrence,Probability,Event Probabilities,Expected Value of Occurrence.
|
|
33
|
Calculation of Absolute Temperature,Saturated vapor pressure(Ice at t＜0℃),Saturation humidity ratio＆ Dry-bulb temperature-Absolute humidity of saturated air Graph
|
Sonntag Equation,Absolute Temperature,Saturated vapor pressure of water or ice,Absolute humidity of saturated air,dry-bulb temperature-Absolute humidity of saturated air Graph.
|
|
34
|
Calculation of Water weight in the wetly soil above ground water
|
Degree of Saturation,wetly soil,ground water,Void ratio,Volume of Void,Volume of Soil Particles,Unit weight of Water.
|
|
35
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length-Concentrated Load at an arbitrary position
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length,Concentrated Load,Arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
36
|
Calculation of Seismic Force to Building Equipment:Non Tank
|
Earthquake,Seismic Force,Building Equipment,Earthquake resistant,gravity center,anchor bolt,Horizontal seismic coefficient,Seismic acceleration,Seismic design horizontal strength,Seismic design vertical strength,Pull-out force,Shear force.
|
|
37
|
Calculation of Length of Shadow
|
Solar Declination,Equation of Time,Solar hour angle,Solar elevation,Solar azimuth,Length of Shadow,Azimuth of Shadow,Vertical Length,Horizontal length.
|
|
38
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Uniformly Distributed Load at intermediate part of beam.
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Uniformly Distributed Load at intermediate part of beam.
|
|
39
|
Calculation of European Option Pricing by Garman and Kohlhagen model(an extension Black-Scholes model)
|
European Option Pricing,Garman and Kohlhagen model,an extension Black-Scholes model,Cumulative density function,Underlying Stock Price,Strike price,Time to maturity,Risk free rate of interest,Implied volatility,Rate of dividend,call,put.
|
|
40
|
Calculation of Encounter Probability/Return Period
|
Return Period,Encounter Probability.
|
|
41
|
Calculation of Solar Declination,Equation of Time,Solar elevation and Solar azimuth
|
Latitude,Longitude,Principal Meridian,Number of days elapsed,Solar Declination,Equation of Time,Solar hour angle,Solar elevation,Solar azimuth.
|
|
42
|
Calculation of Absolute Temperature,Saturated Vapor Pressure(Supercooled Water at t＜0℃),Saturation Humidity Ratio ＆ Dry-bulb temperature-Absolute humidity of Saturated Air Graph
|
Sonntag Equation,Absolute Temperature,Saturated vapor pressure of water or Supercooled Water,Absolute humidity of saturated air,dry-bulb temperature-Absolute humidity of saturated air Graph.
|
|
43
|
Calculation of Absolute Temperature,Saturated Vapor Pressure(Supercooled Water at t＜0℃),Saturation Humidity Ratio ＆ Dry-bulb temperature-Saturated vapor pressure Graph
|
Sonntag Equation,Absolute Temperature,Saturated vapor pressure of water or Supercooled Water,Absolute humidity of saturated air,dry-bulb temperature-Saturated vapor pressure Graph.
|
|
44
|
Calculation of Absolute Temperature,Saturated Vapor Pressure(Ice at t＜0℃),Saturation humidity ratio ＆ Dry-bulb temperature-Saturated Vapor Pressure Graph
|
Sonntag Equation,Absolute Temperature,Saturated vapor pressure of water or ice,Absolute humidity of saturated air,dry-bulb temperature-Saturated vapor pressure Graph.
|
|
45
|
Calculation of Absolute Temperature,Vapor Pressure(Supercooled Water at t＜0℃),Absolute humidity,Specific Volume,Specific Heat at Constant Volume,Specific Heat at Constant Pressure,Specific Enthalpy ＆ Dry-bulb temperature-Specific Enthalpy Graph
|
Absolute Temperature,Vapor Pressure(Supercooled Water at t＜0℃),Absolute humidity,Specific Volume,Specific Heat at Constant Volume,Specific Heat at Constant Pressure,Specific Enthalpy＆ Dry-bulb temperature-Specific Enthalpy Graph.
|
|
46
|
Calculation of Absolute Temperature,Vapor Pressure(Ice at t＜0℃),Absolute humidity,Specific Volume,Specific Heat at Constant Volume,Specific Heat at Constant Pressure,Specific Enthalpy ＆ Dry-bulb temperature-Specific Enthalpy Graph
|
Absolute Temperature,Vapor Pressure(Ice at t＜0℃),Absolute humidity,Specific Volume,Specific Heat at Constant Volume,Specific Heat at Constant Pressure,Specific Enthalpy＆ Dry-bulb temperature-Specific Enthalpy Graph.
|
|
47
|
Calculation of thermal movement in various building material in case of Butt Joint
|
Working joint,thermal movement,building material,Butt Joint,Solar absorptance rate,Thermal expansion coefficient,Effective temperature difference.
|
|
48
|
Calculation of Reliability based on a single Weibull distribution
|
Reliability engineering、Weibull distribution、shape parameter、spread parameter、location parameter、Probability density function、Failure rate、Degree of reliability、Early failure period、Random failure period、Wear-out failure period.
|
|
49
|
Calculation of Response displacement,Response acceleration and Response velocity of Single degree of freedom system
|
Newmark、Seismic acceleration、Response displacement、Response acceleration、Response velocity、Damping ratio、Natural period、Single degree of freedom system、Equation of oscillation、Equation of vibration.
|
|
50
|
Calculation of State Value of Air
|
Water vapor pressure of saturated air Dry bulb temperature Wet bulb temperature Absolute Temperature Absolute humidity Specific Enthalpy Water vapor pressure Relative humidity Saturation Specific Volume Wexler-Hyland formula,Standard Atmosphere.
|
|
51
|
Calculation of Total Necessary Power for Ice-making/Water-cooling
|
Temperature of Water,Quantity of Water,Target Temperature of Ice,Specific Heat of Water,Melting Heat of Ice,Specific Heat of Ice,Heat Inflow from Outside,Cooling Time,Ice-making Capacity.
|
|
52
|
Calculation of sound absorption coefficients in a reverberation room based on 「JIS A 1409:1998」
|
sound absorption coefficients,reverberation room,JIS A 1409:1998,Damping Coefficients,Temperature,Absolute Temperature,Vapor Molar Concentration,Relative Humidity,Sound velocity,Constant number K.
|
|
53
|
Calculation of Reverberation Time by Eyring-Knudsen formula in acoustical space
|
Temperature,Frequency,Relative humidity,Room volume,Room area,Sound absorption coefficient,Attenuation coefficient,Sound velocity,Constant K,Reverberation Time,Eyring-Knudsen formula,acoustical space.
|
|
54
|
Calculation of Amplification at Surface Ground In Two-Layered Soil
|
SURFACE LAYER,ENGINEERING BEDROCK,S-wave velocity,Density,Thickness,Damping factor,Predominant Frequency,Predominant Period,Angular Velocity,Shear Modulus,Impedance Ratio,Amplitude Ratio.
|
|
55
|
Calculation of Spectral Radiant Exitance from Building Materials
|
Temperature,Wavelength,Emissivity ration of material,Planck constant,Speed of light in vacuum,Boltzmann constant,Black body,Gray body approximation,Wien’’s displacement constant,Stefan Boltzmann constant,Spectral Radiant Exitance,Spectral Radiance,Radiant exitance,Peak Wavelength.
|
|
56
|
Calculation of Three-phase Voltage Imbalance Ratio
|
Three phase Voltage Imbalance Ratio,Line Voltage,Positive Sequence Voltage,Negative Sequence Voltage,Zero Sequence Voltage.
|
|
57
|
Calculation of Movement of Electrons in Electromagnetic field
|
Electromagnetic field,Voltage,Magnetic Flux Density,Cycloid,Electron Mass,Elementary Charge,Location of Electron,Frequencies of Cyclotron.
|
|
58
|
Calculation of Current density based on Richardson-Dushman equation
|
Current density,Richardson-Dushman equation,work function,Electron Mass,Elementary Charge,Planck constant,Boltzmann constant,Dirac’’s constant,reduced Planck constant.
|
|
59
|
Calculation of Amplitude of Velocity and Acceleration in case of Simple harmonic motion
|
Frequency,Displacement,Velocity,Acceleration,Amplitude,Uniform circular motion,Simple harmonic motion,angular velocity.
|
|
60
|
Calculation of Terminal Settling Velocity in sedimentation tank
|
Terminal Settling Velocity,Sedimentation tank,Density,Sand,Water,Diameter,Sand particle,Viscosity coefficient,Stokes,Allens,Newton,Reynolds number,laminar flow region,Turbulent flow region.
|
|
61
|
Calculation of Damping constant in case of Damped free vibration
|
Damped free vibration,Underdamping,Damping constant,Damped natural frequency,Undamped natural frequency,Initial displacement,Initial velocity,Natural period.
|
|
62
|
Calculation of Vibration Transmissibility of force.Elastic Support,SDOF,No damping
|
Vibration Transmissibility,Vibration frequency,Exciting Force,Spring constant,Single Degree of Freedom system,Elastic Support,vibration absorption,vibration control,vibration insulation.
|
|
63
|
Calculation of Vibration Transmissibility of Displacement.Elastic Support,SDOF,Damping
|
Vibration Transmissibility,Vibration frequency,Displacement,Spring constant,Single Degree of Freedom system,Elastic Support,vibration absorption,vibration control,vibration insulation,Damping,Viscous Damping Coefficient.
|
|
64
|
Calculation of Peak Acceleration,Peak Velocity and Peak Displacement by Annaka･Yamazaki･Katahira Formula(1997)
|
Earthquake,Peak Acceleration,Peak Velocity,Peak Displacement,Magnitude,Earthquake Focal Depth,Hypocentral Distance,Minimum Hypocentral Distance,Equivalent Hypocentral Distance,Attenuation equation,JMA-87 type.
|
|
65
|
Calculation of Cross-Sectional Average Velocity by Manning formula
|
Manning formula,Gauckler-Strickler formula,cross-sectional average velocity,Manning coefficient of roughness,hydraulic radius,slope of the water surface or the linear hydraulic head loss,wetted perimeter.
|
|
66
|
Calculation of Cross-Sectional Average Velocity by Manning formula-Circular cross section
|
Manning formula,Gauckler-Strickler formula,cross-sectional average velocity,Manning coefficient of roughness,hydraulic radius,slope of the water surface or the linear hydraulic head loss,wetted perimeter,Circular cross section.
|
|
67
|
Calculation of Friction Factor by Colebrook-White,Blasius,Plandtl-Karman & Moody Diagram
|
Friction Factor,Moody Diagram,Colebrook-White equation,Blasius,Plandtl-Karman,Laminar flow,Turbulent flow,Nikuradse.
|
|
68
|
Calculation of Boiler Point of Water by Approximation Formula
|
Water,Boiling Point,Pressure,kPa,kN/m2,atm,torr,Approximation Formula.
|
|
69
|
Calculation of Refraction Index of light in the air
|
Refraction Index,Air,Temperature,Atmospheric Pressure,Water Vapor Pressure,Observation wavelength of light.
|
|
70
|
Calculation of Atmospheric Refraction
|
Apparent Altitude,True altitude,Refraction Index of light,Air,Temperature,Atmospheric Pressure,Water Vapor Pressure,Observation wavelength of light,scale height of atmosphere.
|
|
71
|
Calculation of Field Intensity by Biot-Savart Law
|
Field Intensity,Biot-Savart Law,Coil Turns,Reader/Writer Antenna,Radius of Coil Turns,Current Intensity,RFID,Radio Frequency IDentification.
|
|
72
|
Environmental Assessment by BREEAM(Building Research Establishment’’s Environmental Assessment Method)Scheme:Offices,Type:New building,Function/Facilities:Lifts,No Escalators
|
Scheme:Offices,Project Type:New Building,Functions/Facilities:Lifts,FINAL BREEAM Score,Minimum BREEAM Standards,Management,Health and Wellbeing,Energy,Transport,Water,Materials,Waste,Land Use and Ecology,Pollution,Innovation.
|
|
73
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Partial linearly distributed load
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Partial linearly distributed load.
|
|
74
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Concentrated Load at tip division of beam
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Concentrated Load at tip division of beam.
|
|
75
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Uniformly Distributed Load
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Uniformly Distributed Load.
|
|
76
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Linearly Distributed Load(increase)
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Linearly Distributed Load(increase).
|
|
77
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Linearly Distributed Load(decrease)
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Linearly Distributed Load(decrease).
|
|
78
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Moment Load at tip division of beam
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Moment Load at tip division of beam.
|
|
79
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Concentrated Load at intermediate part of beam
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Concentrated Load at intermediate part of beam.
|
|
80
|
Calculation of Time Dilation by Special Theory of Relativity
|
Time Dilation,Special Theory of Relativity,Time Interval,observed object,observer,Relative Velocity,Speed of Light.
|
|
81
|
Calculation of Rate of Corrosion of Reinforcing Steel caused by Chlorid in Concrete By MORINAGA Formula
|
Rate of Corrosion of Reinforcing Steel,Chlorid,MORINAGA Formula,Water/Cement Weight Ratio,Salt(NaCl) Concentration of Mixing Water,Diameter of Reinforcing Bar,Temperature,Relative Humidity.
|
|
82
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Partial linearly distributed load(Increase)
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Partial linearly distributed load(Increase)
|
|
83
|
Environmental Assessment by BREEAM Scheme:Industrial,Type:New building,Heated Operational Area,Medium/large office space,Lifts,Vehicle delivery bays/access to warehouse,Cold storage plant and enclosures
|
Scheme:Industrial,Type:New building,Heated Operational Area,Medium/large office space,Lifts,Vehicle delivery bays/access to warehouse,Cold storage plant and enclosures,FINAL BREEAM Score,Minimum BREEAM Standards,Management,Health and Wellbeing,Energy,Transport,Water,Materials,Waste,Land Use and Ecology,Pollution,Innovation.
|
|
84
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Quadratic function load.p=p0x/l(2-x/l)
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam-Quadratic function load.p=p0x/l(2-x/l)
|
|
85
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Partial linearly distributed load(Decrease)
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Partial linearly distributed load(Decrease)
|
|
86
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Quadratic function load.p=p0*(x/l)^2
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Quadratic function load.p=p0*(x/l)^2
|
|
87
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Cantilever beam-Moment Load at arbitrary position
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Moment Load at arbitrary position
|
|
88
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Concentrated Load in the center of beam
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Concentrated Load in the center of beam.
|
|
89
|
Calculation of Weight of Soil wedge. ※Retaining wall,Smooth Embankment
|
Weight,Soil Wedge,Retaining Wall,Unit Weight,Sliding Surface,Smooth Embankment.
|
|
90
|
Calculation of Weight of Soil wedge. ※Retaining wall,Eneven Embankment
|
Weight,Soil Wedge,Retaining Wall,Unit Weight,Sliding Surface,Eneven Embankment.
|
|
91
|
Calculation of Molecular Weight ＆ Periodic Table
|
hydrogen , helium , lithium , beryllium , boron , carbon , nitrogen , oxygen , fluorine , neon , sodium , magnesium , aluminum , silicon , phosphorus , sulfur , chlorine , argon , potassium , calcium , scandium , titanium , vanadium , chromium , manganese , iron , cobalt , nickel , copper , zinc , gallium , germanium , arsenic , selenium , bromine , krypton , rubidium , strontium , yttrium , zirconium , niobium , molybdenum , technetium , ruthenium , rhodium , palladium , silver , cadmium , indium , tin , antimony , tellurium , iodine , xenon , cesium , barium , lanthanum , cerium , praseodymium , neodymium , promethium , samarium , europium , gadolinium , terbium , dysprosium , holmium , erbium , thulium , ytterbium , lutetium , hafnium , tantalum , tungsten , rhenium , osmium , iridium , platinum , gold , mercury , thallium , lead , bismuth , polonium , astatine , radon , francium , radium , actinium , thorium , protactinium , uranium , neptunium , plutonium , americium , curium , berkelium , californium , einsteinium , fermium , mendelevium , nobelium , lawrencium , rutherfordium , dubnium , seaborgium , bohrium , hassium , meitnerium , darmstadtium , roentgenium
|
|
92
|
Calculation of Frequency/Wavelength of Characteristic Radiation ＆ Periodic Table
|
hydrogen , helium , lithium , beryllium , boron , carbon , nitrogen , oxygen , fluorine , neon , sodium , magnesium , aluminum , silicon , phosphorus , sulfur , chlorine , argon , potassium , calcium , scandium , titanium , vanadium , chromium , manganese , iron , cobalt , nickel , copper , zinc , gallium , germanium , arsenic , selenium , bromine , krypton , rubidium , strontium , yttrium , zirconium , niobium , molybdenum , technetium , ruthenium , rhodium , palladium , silver , cadmium , indium , tin , antimony , tellurium , iodine , xenon , cesium , barium , lanthanum , cerium , praseodymium , neodymium , promethium , samarium , europium , gadolinium , terbium , dysprosium , holmium , erbium , thulium , ytterbium , lutetium , hafnium , tantalum , tungsten , rhenium , osmium , iridium , platinum , gold , mercury , thallium , lead , bismuth , polonium , astatine , radon , francium , radium , actinium , thorium , protactinium , uranium , neptunium , plutonium , americium , curium , berkelium , californium , einsteinium , fermium , mendelevium , nobelium , lawrencium , rutherfordium , dubnium , seaborgium , bohrium , hassium , meitnerium , darmstadtium , roentgenium
|
|
93
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Uniformly Distributed Load
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Uniformly Distributed Load.
|
|
94
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Linearly Distributed Load(increase)
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Linearly Distributed Load(increase).
|
|
95
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Moment Load at center of beam
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Single span beam,Simple beam,Moment Load at center of beam.
|
|
96
|
Calculation of Weight of Soil wedge. ※Inverse T-Shape Cantilever Retaining wall,Eneven Embankment
|
Weight,Soil Wedge,Inverse T-Shape Cantilever Retaining wall,Unit Weight,Sliding Surface,Eneven Embankment.
|
|
97
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Quadratic function load(Increase)
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Quadratic function load(Increase).
|
|
98
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Quadratic function load
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Quadratic function load.
|
|
99
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Sin curve load
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Sin curve load.
|
|
100
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Partial uniformly & linearly distributed load
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Partial uniformly & linearly distributed load.
|
|
101
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Moment Load at both ends
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Moment Load at both ends.
|
|
102
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Simple beam-Moment Load at arbitrary position
|
Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Moment Load at arbitrary position.
|
|
103
|
Calculation of Water Volume Flowing in Well. Case:Unconfined groundwater,h>0m,From bottom
|
Water Volume Flowing in Well,Impermeable Layer,Groundwater Level,Well Bottom,Radius of Well,Hydraulic conductivity,Free groundwater,Unconfined groundwater,pump displacement,Darcy’’s law.
|
|
104
|
Calculation of Water Volume Flowing in Drain. Case:River-Bed Water,Circular Drain
|
Water Volume Flowing in Drain,Impermeable Layer,Groundwater Level,Hydraulic conductivity,pump displacement,Darcy’’s law,Influence Radius,infiltration water,River-bed water,Subsoil flow,Subsoil water,Underflow water,Circular Infiltration gallery water collecting drain.
|
|
105
|
Calculation of Water Volume Flowing in Drain. Case:River-Bed Water,Water Collecting Drain
|
Water Volume Flowing in Drain,Impermeable Layer,Groundwater Level,Hydraulic conductivity,pump displacement,Darcy’’s law,Influence Radius,infiltration water,River-bed water,Subsoil flow,Subsoil water,Underflow water,Infiltration gallery water collecting drain.
|
|
106
|
Calculation of Water Volume Flowing in Well. Case:Confined groundwater,Kozeny Equation
|
Water Volume Flowing in Well,Impermeable Layer,Groundwater Level,Well Bottom,Sidewall of well,Radius of Well,Hydraulic conductivity,Confined groundwater,pump displacement,Darcy’’s law,Inflow only from sidewall of well,Kozeny Equation,Aquiclude,Influence Radius,Penetration length,Partial Penetration.
|
|
107
|
Calculation of Water Volume Flowing in Well. Case:Confined groundwater,Thiem Equation
|
Water Volume Flowing in Well,Impermeable Layer,Groundwater Level,Well Bottom,Sidewall of well,Radius of Well,Hydraulic conductivity,Confined groundwater,pump displacement,Darcy’’s law,Inflow only from sidewall of well,Thiem Equation,Aquiclude.
|
|
108
|
Calculation of Water Volume Flowing in Well. Case:Unconfined groundwater,Inflow only from sidewall of well
|
Water Volume Flowing in Well,Impermeable Layer,Groundwater Level,Well Bottom,Sidewall of well,Radius of Well,Hydraulic conductivity,Free groundwater,Unconfined groundwater,pump displacement,Darcy’’s law,Inflow only from sidewall of well.
|
|
109
|
Calculation of Water Volume Flowing in Well. Case:Unconfined groundwater,h>0m,Bottom,Sidewall
|
Water Volume Flowing in Well,Impermeable Layer,Groundwater Level,Well Bottom,Sidewall of well,Radius of Well,Hydraulic conductivity,Free groundwater,Unconfined groundwater,pump displacement,Darcy’’s law,Forchheimer equation.
|
|
110
|
Calculation of Magnetic susceptibility of Ferromagnetic Material by Curie-Weiss Law
|
Ferroagnetic Susceptibility, Curie-Weiss Law,Number of Magnetic Moments,g Lande g-factor,Bohr magneton,Angular momentum quantum number,Boltzmann constant,Absolute Temperature,Paramagnetic Curie Temperature.
|
|
111
|
Calculation of Sound Frequency by Doppler Effect
|
doppler effect,Temperature,Frequency of Sound Source,Speed of Sound Source,Moving away from the Observer,Moving toward the Observer,Speed of Observer,Moving away from the Source,Moving toward the Source,Observed Frequency,Wavelength,cycle.
|
|
112
|
Calculation of Channel Capacity by Shannon - Hartley Theorem
|
Channel Capacity,Shannon-Hartley Theorem,Total Signal Power over the Bandwidth,S,Total Noise Power over the Bandwidth,N,Bandwidth,Signal to Noise Ratio.
|
|
113
|
Calculation of Frequency of Electromagnetic Waves by Doppler Effect
|
Frequency,Electromagnetic Waves,Doppler Effect,Special Theory of Relativity,red shift,Blue shift,Speed of Light,Frequency of the Source Wave,Relative Velocity between the Source of Light and the Observer,Angle Relative to the Direction from the Observer to the Source,Wavelength,Lorentz Factor,Observed Frequency,Observed Wavelength.
|
|
114
|
Calculation of Active-earth Pressure on the Retaining wall.Case:Coulomb theory(Muller-Breslau theory),Dead Load,Monotonous embankment surface,No cohesion
|
Coulomb theory,Muller-Breslau theory,Internal friction angle of soil,φ,Active-earth Pressure coefficient,Retaining wall,friction angle between soil and wall,Total earth thrust,Monotonous embankment surface,No cohesion.
|
|
115
|
Calculation of Passive-earth Pressure on the Retaining wall.Case:Coulomb theory(Muller-Breslau theory),Dead Load,Monotonous embankment surface,No cohesion
|
Coulomb theory,Muller-Breslau theory,Internal friction angle of soil,φ,Passive-earth Pressure coefficient,Retaining wall,friction angle between soil and wall,Total earth thrust.
|
|
116
|
Calculation of Active-earth Pressure on the Retaining wall.Case:Coulomb theory(Muller-Breslau theory),During Earthquake,Monotonous embankment surface,No cohesion
|
Okabe･Mononobe Equation,Coulomb theory,Muller-Breslau theory,Internal friction angle of soil,φ,Active-earth Pressure coefficient,Retaining wall,friction angle between soil and wall,Total earth thrust,Monotonous embankment surface,No cohesion,During Earthquake.
|
|
117
|
Calculation of Passive-earth Pressure on the Retaining wall.Case:Coulomb theory(Muller-Breslau theory),During Earthquake,Monotonous embankment surface,No cohesion
|
Okabe･Mononobe Equation,Coulomb theory,Muller-Breslau theory,Internal friction angle of soil,φ,Passive-earth Pressure coefficient,Retaining wall,friction angle between soil and wall,Total earth thrust,Monotonous embankment surface,No cohesion,During Earthquake.
|
|
118
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span-Simple beam-Moment Load at tip division of beam
|
Structural Mechanics,Single span beam,Simple beam,Moment Load at tip division of beam,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
119
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span-Simple beam-Linearly Distributed Load(Isosceles triangle)
|
Structural Mechanics,Single span beam,Simple beam,Linearly Distributed Load(Isosceles triangle),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
120
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span-Simple beam-Concentrated Load at arbitrary position
|
Structural Mechanics,Single span beam,Simple beam,Concentrated Load at arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
121
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span-Simple beam-Two Concentrated Load at arbitrary position
|
Structural Mechanics,Single span beam,Simple beam,Two Concentrated Load at arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
122
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Beams with One End Clamped and Other End Simply Supported-Uniformly Distributed Load
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Uniformly Distributed Load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
123
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope※Single span beam-Beams with One End Clamped and Other End Simply Supported-Linearly Distributed Load(increase)
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Linearly Distributed Load(increase),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
124
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-Linearly Distributed Load(decrease)
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Linearly Distributed Load(decrease),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
125
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-Moment Load at tip division of beam
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Moment Load at tip division of beam,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
126
|
Calculation of Tree Weight
|
Diameter at the height of eye,Diameter at the base,Tree height,Coefficient decided by shape of tree stem,Unit weight of tree stem,Unit weight of soil,Shape of Root Ball.
|
|
127
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-Partial linearly distributed load(Decrease)
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Partial linearly distributed load(Decrease),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
128
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-Partial linearly distributed load(Increase)
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Partial linearly distributed load(Increase),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
129
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-Partial uniformly distributed load
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Partial uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
130
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-Concentrated Load
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-Concentrated Load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
131
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-Moment Load at arbitrary position
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported,Moment Load at arbitrary position ,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
132
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-p=p0*(x/l)^2
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported,p=p0*(x/l)^2,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
133
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with One End Clamped and Other End Simply Supported-p=p0x/l(2-x/l)
|
Structural Mechanics,Single span beam,Beams with One End Clamped and Other End Simply Supported-p=p0x/l(2-x/l),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
134
|
Calculation of Horizontal Distance of Falling Debris from Building
|
falling debris,horizontal distance,fall distance.
|
|
135
|
Calculation of Natural Angular Frequency of Passive Control System:Vertical Pendulum
|
Damper System,Passive Control,Mass Damper,Movable Mass,Vertical Pendulum,Natural_Angular_Frequency.
|
|
136
|
Water Property - Density,Viscosity coefficient,Dynamic viscosity coefficient, Saturated vapor pressure,Surface tension,Compressibility,Bulk modulus,Thermal conductivity
|
Water Property,Density,Viscosity coefficient,Dynamic viscosity coefficient,Saturated vapor pressure,Surface tension,Compressibility,Bulk modulus,Thermal conductivity.
|
|
137
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Concentrated Load in the center of beam
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Concentrated Load in the center of beam,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
138
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Uniformly distributed load
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
139
|
Calculation of Van der Waals equation
|
Van der Waals equation,Absolute Temperature,Quantity,Volume,Gas constant,Van der Waals constants,a,b,Critical Temperature,Critical Pressure,Critical volume,Pressure.
|
|
140
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Linearly Distributed Load
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Linearly Distributed Load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
141
|
Calculation of Van der Waals Constant
|
Van der Waals constants,a,b,Van der Waals equation,Absolute Temperature,Quantity,Volume,Gas constant,Critical Temperature,Critical Pressure,Critical volume,Pressure.
|
|
142
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Two concentrated Loads in opposite directions
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Two Concentrated Loads at arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
143
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Two Concentrated Load at arbitrary position
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Two Concentrated Loads at arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
144
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Concentrated Load at arbitrary position
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Concentrated Load at arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
145
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Linearly Distributed Load(Isosceles triangle)
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Linearly Distributed Load(Isosceles triangle),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
146
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-p=p0sin(πx/l)
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,p=p0sin(πx/l),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
147
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Moment Load at arbitrary position
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Moment Load at arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
148
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Partial linearly distributed load
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Partial linearly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
149
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Partial uniformly distributed load
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Partial uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
150
|
Water Density under various sorts of Pressure
|
Water Density,Pressure,Temperature.
|
|
151
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Settlement of clamped support
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Settlement of clamped support,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
152
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-Load in a trapezoidal shape
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,Load in a trapezoidal shape,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
153
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beams with Both End Clamped-p=p0*(x/l)^2
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,p=p0*(x/l)^2,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
154
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Both Ends Clamped-p=4p0x/l*(1-x/l)
|
Structural Mechanics,Single span beam,Beams with Both End Clamped,p=4p0x/l*(1-x/l),Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
155
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Jetty Beam(Pendent Beam)-Concentrated Load at arbitrary position
|
Structural Mechanics,Single span beam,Jetty Beam(Pendent Beam),Concentrated Load at arbitrary position,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
156
|
Calculation of Head Loss By HazenWilliams Equation
|
Head Loss,HazenWilliams Equation,Roughness Coefficient(C),Length of the Pipe(L),Inside Pipe Diameter(D),Volumetric Flow Rate(Q).
|
|
157
|
Calculation of Head Loss By DarcyWeisbach Equation
|
Head Loss,Darcy-Weisbach Equation,Friction factor,Length of the Pipe,Hydraulic diameter,Average velocity of the fluid flow,Gravitational acceleration.
|
|
158
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Jetty Beam(Pendent Beam)-Uniformly distributed load
|
Structural Mechanics,Single span beam,Jetty Beam(Pendent Beam),Uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
159
|
Calculation of Head Loss of Suction Opening
|
Suction Opening,Average velocity of the fluid flow,Gravitational acceleration,head loss.
|
|
160
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beam with Cantilevers at Both Ends-Concentrated Load at Both Ends
|
Structural Mechanics,Single span beam,Beam with Cantilevers at Both Ends,Concentrated Load at Both End,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
161
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Jetty Beam(Pendent Beam)-Partial Uniformly distributed load
|
Structural Mechanics,Single span beam,Jetty Beam(Pendent Beam),Partial Uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
162
|
Calculation of Increase in Pressure Loss Coefficient depend on Inclination of Pipe
|
Increase in Pressure Loss Coefficient,Inclination of Pipe,Suction Opening,Average velocity of the fluid flow,Gravitational acceleration,head loss.
|
|
163
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length-Concentrated Loada at the Middle of Beam
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length,Concentrated Load at the Middle of Beam,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
164
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length-Concentrated Load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length,Concentrated Load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
165
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beam with Cantilevers at Both Ends-Partial Uniformly distributed load
|
Structural Mechanics,Single span beam,Beam with Cantilevers at Both Ends,Partial Uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
166
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span beam-Beam with Cantilevers at Both Ends-Uniformly distributed load
|
Structural Mechanics,Single span beam,Beam with Cantilevers at Both Ends,Uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
167
|
Calculation of Elastic Buckling Load considering Shear Deformation.※Both ends Pinned support
|
Elastic Buckling Load,Shear Deformation,Both ends Pinned support,Effective length factor,Young’’s modulus,Second moment of area,Elastic shear modulus.
|
|
168
|
Calculation of Elastic Buckling Load considering Shear Deformation.※Both ends Clamped support
|
Elastic Buckling Load,Shear Deformation,Both ends Clamped support,Effective length factor,Young’’s modulus,Second moment of area,Elastic shear modulus.
|
|
169
|
Calculation of Head Loss of Sudden Enlargement Pipe
|
Loss due to the sudden Enlargement of cross section of a stream,Pipe,Pressure Loss,head loss,Mean velocity immediately before the change of section,Gravitational acceleration.
|
|
170
|
Calculation of Elastic Buckling Load considering Shear Deformation.※Constant Cross Section,One End Clamped and Other End Pinned support
|
Elastic Buckling Load,Shear Deformation,One End Clamped and Other End Pinned support,Effective length factor,Young’’s modulus,Second moment of area,Elastic shear modulus.
|
|
171
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length-Partial uniformly distributed load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length,Partial uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
172
|
Calculation of Pressure of Gas By Berthelot’’s Equation of State
|
Van der Waals equation,Absolute Temperature,Quantity,Volume,Gas constant,Van der Waals constants,a,b,Critical Temperature,Critical Pressure,Critical volume,Pressure.
|
|
173
|
Calculation of Head Loss of Enlargement Pipe with a Gradually Increasing Cross-Section.Case:Circular Pipe with Uniformly Diverging Boundaries
|
Enlargement Pipe with a Gradually Increasing Cross-Section,Circular Pipe with Uniformly Diverging Boundaries,Pipe,Pressure Loss,head loss,Mean velocity immediately before the change of section,Gravitational acceleration.
|
|
174
|
Calculation of Redlich-kwong Equation
|
Redlich-kwong Equation,Absolute Temperature,Quantity,Volume,Gas constant,Critical Temperature,Critical Pressure,Pressure.
|
|
175
|
Calculation of Elastic Buckling Load considering Shear Deformation.※One End Clamped and Other End Roller support
|
Elastic Buckling Load,Shear Deformation,One End Clamped and Other End Roller support,Effective length factor,Young’’s modulus,Second moment of area,Elastic shear modulus.
|
|
176
|
Calculation of Snow Loads for Building Design※Calculation for not doing the maintenance by clearing away snow
|
Snow Loads,Local Meteorological Observatory,Roof Shape Confficient,Unbalanced Distributed Snow Loads,Drifted Snow,Roof Snow Slipping,Ambient Environment Confficient,Return Period,Ground Snow Depth,Estimated Annual Maximum Snow Depth,Equivalent Snow Density,Ground Snow Load,Gumbel Distribution.
|
|
177
|
Calculation of Benedict-Webb-Rubin Equation of State
|
Benedict-Webb-Rubin Equation,Absolute Temperature,Quantity,mol,Volume,Gas constant.
|
|
178
|
Calculation of Dieterici Equation of State
|
Dieterici Equation of state,Absolute Temperature,Quantity,Volume,Gas constant,Critical Temperature,Critical Pressure,Pressure.
|
|
179
|
Calculation of Head Loss at Pipe Elbow
|
Head Loss at Pipe Elbow,Diameter,Radius of curvature,Mean velocity,Angle of Bend,Reynolds number.
|
|
180
|
Calculation of Head Loss at Bend Entry
|
Head Loss at Bend Entry,Diameter,Radius of curvature,Mean velocity,Angle of Bend,Reynolds number.
|
|
181
|
Calculation of Shear Coefficient.※Circle Cross Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Circle.
|
|
182
|
Calculation of Probability Density Function and Cumulative Distribution Function※Normal distribution(Gaussian distribution)
|
Probability Density Function,PDF,Cumulative Distribution Function,CDF,Normal distribution,Gaussian distribution,Mean,Standard deviation.
|
|
183
|
Calculation of Shear Coefficient.※Hollow Circle Cross Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Hollow Circle.
|
|
184
|
Calculation of Shear Coefficient.※Thin-Walled I-Section Cross Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Thin-Walled I-Section.
|
|
185
|
Calculation of Probability Density Function and Cumulative Distribution Function※Log Normal distribution
|
Probability Density Function,PDF,Cumulative Distribution Function,CDF,Log Normal distribution,Gaussian distribution,Mean,Standard deviation,Error function.
|
|
186
|
Calculation of Shear Coefficient.※Rectangle Cross Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Rectangle.
|
|
187
|
Calculation of Probability Density Function and Cumulative Distribution Function※Chi-square distribution
|
Probability Density Function,PDF,Cumulative Distribution Function,CDF,Chi-square distribution,Gamma function,Upper incomplete gamma function,Lower incomplete gamma function,Error function.
|
|
188
|
Calculation of Gamma Function
|
Gamma function,Euler’’s reflection formula,Gaussian integral,Approximation,Hastings,Factorial,Real number,Natural number.
|
|
189
|
Calculation of Shear Coefficient.※Ellipse Cross Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Ellipse.
|
|
190
|
Calculation of Probability Mass Function and Cumulative Distribution Function※Hypergeometric distribution
|
Probability Mass Function,PMF,Cumulative Distribution Function,CDF,Hypergeometric distribution,Binomial coefficient.
|
|
191
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length-Moment Load at tip division of beam
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length,Moment Load at tip division of beam,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
192
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Clamped Support)-Concentrated Load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Clamped Support),Concentrated Load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
193
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Pin Support)-Moment Load at Both ends
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Pin Support),Moment Load at Both ends.,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
194
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Pin Support)-Moment Load at tip division of beam
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Pin Support),Moment Load at tip division of beam,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
195
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Pin Support)-Uniformly distributed load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Pin Support),Uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
196
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Pin Support)-Concentrated Load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Pin Support),Concentrated Load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
197
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Clamped ＆ Free)-Uniformly Distributed Load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Clamped ＆ Free),Uniformly Distributed Load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
198
|
Calculation of Posterior probability by Bayesian inference.※Prior probability distribution:Uniform distribution
|
Prior probability,Posterior probability,Bayesian inference,binomial parameter,binomial experiment,uniform distribution.
|
|
199
|
Calculation of Seismic Moment and Japanses Local Magnitude.Case: Intraplate Earthquake,Macroscopic Parameter,Specify the Length of Active Fault
|
Thickness of Seismogenic Zone,Angle of Inclination,Width of Fault,Length of Fault,Japanses local magnitude(M),Seismic moment,shallow crustal,Crustal Earthquake,Intraplate earthquakes,Macroscopic Parameter,Specify the length of Active Fault.
|
|
200
|
Calculation of Seismic Moment and Japanses Local Magnitude.Case: Intraplate Earthquake,Macroscopic Parameter,Specify the Fault
|
Thickness of Seismogenic Zone,Angle of Inclination,Width of Fault,Length of Fault,Japanses local magnitude(M),Seismic moment,shallow crustal,Crustal Earthquake,Intraplate earthquakes,Macroscopic Parameter,Specify the Fault.
|
|
201
|
Calculation of Seismic Moment and Japanses Local Magnitude.Case: Intraplate Earthquake,Microscopic Parameter
|
Microscopic Parameter,Seismic Moment,S-wave velocity,Area of Fault,Equivalent Radius of Source fault,Short Period Level of the Acceleration Source Spectrum,Equivalent Radius of Asperities,Total Area of Asperities,asperity.
|
|
202
|
Graph of Carbon Market:Values and Volumes※In the Allowance based Market
|
EU ETS,EU Emissions Trading Scheme,New South Wales,New South Wales Greenhouse Gas Abatement Scheme,Chicago Climate Exchange,CCX,Chicago Climate Exchange,Regional Greenhouse Gas Initiative,RGGI,Regional Greenhouse Gas Initiative,AAUs,Assigned Amount Units.
|
|
203
|
Calculation of Seismic Moment.Case:Subduction-Zone Plate Earthquake,Macroscopic Parameter
|
Subduction-Zone Plate Earthquake,Macroscopic Parameter,Seismic Moment,Area of Fault,Average Stress Drop.
|
|
204
|
Calculation of Total Area of Asperities and Short Period Level of the Acceleration Source Spectrum.Case:Intraslab Earthquake,Microscopic Parameter
|
Intraslab Earthquake,Microscopic Parameter,Seismic Moment,Area of Fault,Total Area of Asperities,Short Period Level of the Acceleration Source Spectrum.
|
|
205
|
Calculation of Envelope Model.Case:Jennings’’s Model,Acceleration Waveform,S-Wave,Horizontal Ground Motions
|
Envelope Model,Jennings’’s model,Acceleration Waveform,S-Wave,Horizontal Ground Motions,Corner Frequency,Earthquake.
|
|
206
|
Calculation of Envelope Model.Case:Boore’’s Model,Acceleration Waveform,S-Wave,Horizontal Ground Motions
|
Envelope Model,Boore’’s model,Acceleration Waveform,S-Wave,Horizontal Ground Motions,Corner Frequency,Earthquake.
|
|
207
|
Calculation of Envelope Model.Case:Satoh’’s Model,Acceleration Waveform,S-Wave,Horizontal Ground Motions
|
Envelope Model,Satoh’’s model,Acceleration Waveform,S-Wave,Horizontal Ground Motions,Corner Frequency,Earthquake,Attenuation.
|
|
208
|
Calculation of Sigmoid function,Derivative and Second-Order Derivative
|
Sigmoid function,Derivative,Second-Order Derivative,Gain.
|
|
209
|
Calculation of Shear Coefficient.※Cross Section:Semi-Circle
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Semicircle.
|
|
210
|
Calculation of Shear Coefficient.※Cross Section:Thin-Walled Round Tube
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Thin-Walled Round Tube.
|
|
211
|
Calculation of Compton scattering
|
Compton scattering,Planck’’s constant,Electron mass,Speed of light,Scattering angle.
|
|
212
|
Calculation of Fourier Acceleration Spectra by statistical green’’s functions.※At the Upper Boundary of Seismic Bedrock,Shear waves
|
Statistical green’’s functions,Fourier Acceleration Spectra,Radiation Pattern,Amplitude on the free surface,PRTITN,Density of Seismic bedrock,S-Wave Velocity of Seismic bedrock,Corner Frequency,Cutoff Frequency,Hypocenter Distance,Seismic Moment,Quality factor.
|
|
213
|
Calculation of Nuclear Decay.Number of Nucleus,Radioactive half-life and Average life
|
Nuclear Decay Constant,Number of Nucleus,Radioactive half-life,Average life.
|
|
214
|
Calculation of Binding Energy by Semi-Empirical Mass Formula.※Liquid drop model
|
Binding Energy,Semi-Empirical Mass Formula,Number of Neutron,Number of Proton,Mass Number,Volume term,Surface term,Coulomb term,Asymmetry term,Pairing term,Liquid drop model.
|
|
215
|
Calculation of Roche limit.Case:Rigid satellite
|
Roche Limit,The density of the Primary,The density of the Satellite,The radius of the Primary,Rigid satellite.
|
|
216
|
Calculation of Roche limit.Case:Fluid satellite
|
Roche Limit,The density of the Primary,The density of the Satellite,The radius of the Primary,Fluid satellite.
|
|
217
|
Calculation of Maxwell Boltzmann Distribution※Distribution for the speed
|
Maxwell Boltzmann distribution,Probability density function,Cumulative distribution function,Mass of the particle,Equilibrium temperature,Velocity of the particle,Boltzmann constant.
|
|
218
|
Calculation of Maxwell Boltzmann Distribution※Distribution for the energy
|
Maxwell Boltzmann distribution,Probability density function,Cumulative distribution function,Mass of the particle,Equilibrium temperature,Velocity of the particle,Boltzmann constant.
|
|
219
|
Calculation of alpha-particle range by Geiger-Nuttall law
|
Geiger-Nuttall law,Nuclear Decay Constant,disintegration constant,alpha particle emission,alpha-particle range.
|
|
220
|
Calculation of Eddington luminosity
|
Eddington luminosity,Eddington limit,Newtonian constant of gravitation,solar mass,proton,Speed of light,Thomson Cross Section.
|
|
221
|
Calculation of Perimeter and Area of Ellipse
|
Ellipse,Complete elliptic integral of the second kind,Perimeter,Area,Long radius,Short radius.
|
|
222
|
Calculation of Mean Free Path.※Case:Gas Solid Spherical Particles which follow Maxwell Boltzmann Distribution
|
Mean Free Path,Transport Property,Diameter of Molecule,Density of Particle,Maxwell Boltzmann Distribution,Ideal Gas,Solid Spherical Particles.
|
|
223
|
Calculation of Probability about Moving Distance of Particle in a Straight Line without Collision
|
Probability,Moving Distance of Particle in a Straight Line without Collision,Mean Free Path,Transport Property.
|
|
224
|
Calculation of Ignition Time
|
Ignition Time,Total heat transfer coefficient,Ignition Temperature,Ambient Temperature,Fraction of absorbed radiation,Emissivity Ratio of Material,Incident Heat Flux,Thermal conductivity,Density,Specific Heat Capacity of Material.
|
|
225
|
Calculation of Dynamical Time and Free Fall time.※Homogeneous Sphere
|
Homogeneous Sphere,Newtonian constant of gravitation,Mean Density,Orbital Period,Dynamical Time,Free Fall Time.
|
|
226
|
Calculation of Natural Frequency in Flame Shape.※Case:Turbulent Diffusion Flames
|
Natural Frequency,Flame Shape,Turbulent Diffusion Flames,Diameter of Fire Source,Gravity Acceleration.
|
|
227
|
Calculation of Maximum Amplitude Ratio of Velocity from Engineering Bedrock to surface
|
Average S-Wave Velocity,Surface Layer,Maximum Amplitude Ratio of Velocity,Engineering Bedrock.
|
|
228
|
Calculation of Comparison Result about Peak Horizontal Acceleration(AH) by Attenuation Relationships.※When the Attenuation Relationship is used, it is necessary to recognize each limit of application enough
|
Peak Horizontal Acceleration,Attenuation Relationships,Fault Distance,Equivalent Hypocentral Distance,Focal Depth,Japanses local magnitude,Moment magnitude.
|
|
229
|
Calculation of Peak Horizontal Acceleration(AH) by Attenuation Relationships.※When the Attenuation Relationship is used, it is necessary to recognize each limit of application enough
|
Peak Horizontal Acceleration,Attenuation Relationships,Fault Distance,Equivalent Hypocentral Distance,Focal Depth,Japanses local magnitude,Moment magnitude.
|
|
230
|
Calculation of Probability of Correlation Coefficient
|
Correlation Coefficient,Error analysis,Probability,Noise,Accuracy,Error.
|
|
231
|
Calculation of Fermi Dirac and Bose Einstein distribution function
|
Fermi Dirac distribution function,Bose Einstein distribution function,Boltzmann constant,Chemical potential,Fermi energy.
|
|
232
|
Calculation of Fourier Amplitude Spectrum by Fast Fourier transform
|
Fourier Amplitude Spectrum,Fast Fourier transform,complex numbers,real number,Imaginary number.
|
|
233
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Clamped Support)-Concentrated Load at tip division of beam
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Clamped Support),Concentrated Load at tip division of beam,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
234
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Beam on the Elastic Foundation-Finite length(Both End Clamped)-Uniformly distributed load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Both End Clamped),Uniformly distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
235
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.Beam on the Elastic Foundation-Finite length(Cantilever)-Triangular distributed load
|
Structural Mechanics,Beam on the Elastic Foundation,Finite length(Cantilever),Triangular distributed load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress.
|
|
236
|
Calculation of Direct Illuminance※Case:Point Light Source
|
Direct Illuminance,Point Light Source,Luminous intensity.
|
|
237
|
Calculation of Direct Illuminance※Case:Cylindrical Light Source that the radius is small enough compared with length
|
Direct Illuminance,Cylindrical Light Source,Luminous intensity.
|
|
238
|
Calculation of Direct Illuminance※Case:Flat String Shaped Light Source that the width is small enough compared with length
|
Direct Illuminance,Flat String Shaped Light Source,Luminous intensity.
|
|
239
|
Calculation of Visual Acuity by Landolt Ring
|
Visual Acuity,Landolt Ring.
|
|
240
|
Calculation of Variation of Visual Acuity by Intensity of Background Luminance or Adaptation Luminance
|
Visual Acuity,Background Luminance,Adaptation Luminance,Visual Angle,Landolt Ring.
|
|
241
|
Calculation of Variation of Visual Acuity and Resolvable Visual Angle by Luminance Consrast and Background Luminance(Adaptation Luminance)
|
Visual Acuity,Background Luminance,Adaptation Luminance,Resolvable Visual Angle,Landolt Ring,Threshold Background Luminance,Threshold Luminance Contrast.
|
|
242
|
Graph of Threshold Limit Values(8-hour) for Ultraviolet Radiation.※It is necessary to understand the documentation of ACGHI well before data and the numerical result are used
|
Threshold Limit Values,Ultraviolet Radiation,UV-C,UV-B,Wavelength,hazardous,Effective Radiant Emittance,Limit Exposure Time.
|
|
243
|
Graph of Dark Adaptation Time on Various Adapting Luminance
|
Dark Adaptation Time,Threshold Luminance,Adaptation Luminance,Photons,trolands.
|
|
244
|
Calculation of Direct Illuminance※Case:Rectangle Shaped Light Source
|
Direct Illuminance,Rectangle Shaped Light Source,Luminous intensity.
|
|
245
|
Graph of The Standard Luminosity Function of Both Photopic V(λ) and Scotopic V’’(λ)
|
The Standard Luminosity Function,Photopic,Scotopic,Wavelength.
|
|
246
|
Calculation of Direct Illuminance※Case:Circular Plate Shaped Light Source
|
Direct Illuminance,Circular Plate Shaped Light Source,Luminous intensity.
|
|
247
|
Calculation of Direct Illuminance※Case:Spherical Surface Shaped Light Source
|
Direct Illuminance,Spherical Surface Shaped Light Source,Luminous intensity.
|
|
248
|
Calculation of Relativistic Mechanics of Particle
|
Relativistic Mechanics,Velocity of Particle,Velocity of Light,Mass of Particle,Lorentz factor,Momentum,Relativistic Energy,Relativistic Kinetic Energy.
|
|
249
|
Calculation of Distance Between Two Points on the Earth(Ellipsoid of Revolution)
|
First Eccentricity,Second Eccentricity,Ellipticity,Curvature Radius of Prime Vertical,Curvature Radius of Meridian,Average Curvature Radius,Linear Distance,Sea Surface Height,Approximation of Geodetic line,3-Dimension Cartesian Coordinate,Geodetic Latitude,Longitude,Geocentric Latitude.
|
|
250
|
Calculation of Normal Gravity Formula
|
Normal Gravity Formula,Geodetic Latitude,Normal Gravity in Equator,Normal Gravity in Pole,Equatorial Radius of Earth,Polar Radius of Earth.
|
|
251
|
Calculation of Required change in Velocity for the Hohmann Transfer
|
Hohmann transfer,Inner Orbital,Outer Orbital,Gravitation Constant,Required change in velocity.
|
|
252
|
Calculation of Ballistic Velocity,Orbit and Horizontal Range
|
Parabola,Ballistic Velocity,Ballistic Orbit,Ballistic Horizontal Range,Initial Velocity,Elevation Angle,Acceleration of gravity.
|
|
253
|
Calculation of Numerical Distance about Vertical Polarization and Horizontal Polarization for Attenuation Function of Earth to Ground Wave
|
Numerical Distance,Vertical Polarization,Horizontal Polarization,Attenuation Function of Earth,Ground Wave,Wavelength,Electrical Conductivity,Complex Number,Real Part,Imaginary Part,Relative Permittivity of Earth.
|
|
254
|
Calculation of Approximate Attenuation Function of Earth to Ground Wave
|
Numerical Distance,Vertical Polarization,Horizontal Polarization,Attenuation Function of Earth,Ground Wave,Wavelength.
|
|
255
|
Calculation of Cumulative Time Percentage in Worst Month
|
Cumulative Time Percentage for a year,Py,Cumulative Time Percentage in Worst Month,Pw.
|
|
256
|
Calculation of Fresnel zone
|
Fresnel zone,Fresnel Ellipsoid,Velocity of Radiowave,Wavelength,Receiving point,Transmitting point.
|
|
257
|
Calculation of Refractive Index
|
Refractive Index,Relative Permittivity,Relative Permeability,Conductivity,Frequency,Speed of Light,Vacuum permittivity,Argument.
|
|
258
|
Calculation of Relative Refractive Index
|
Relative Refractive Index,Relative Permittivity,Relative Permeability,Conductivity,Frequency,Speed of Light,Vacuum permittivity,Argument.
|
|
259
|
Calculation of Reflection Coefficient
|
Reflection Coefficient,Relative Permittivity,Relative Permeability,Conductivity,Speed of Light,Vacuum permittivity,Vacuum Permeability,argument,Transverse Magnetic Wave,Transverse Electric Wave.
|
|
260
|
Calculation of Electric Field Strength in Free Space Field
|
Electric Field Strength,Free Space Field,Gain of Transmitting Antenna,Wave Impedance ,Power of Transmitter,Vacuum Permittivity,Vacuum Permeability,Relative Permittivity of Medium,Relative Permeability of Medium.
|
|
261
|
Calculation of Receiving Electric Field and Height Pattern Pitch
|
Receiving Electric Field,Height Pattern Pitch,Incidence angle,Height of Transmitting Point,Height of Receiving Point,Distance,Difference of the Radio Path Lengthes.
|
|
262
|
Calculation of Free Space Loss
|
Free Space Loss,Frequency,Distance,Speed of Light.
|
|
263
|
Calculation of Specific Absorption Rate
|
Specific Absorption Rate,Density,Electrical Conductivity,Dielectric Material.
|
|
264
|
Calculation of Refractive Index and Modified Refractive Index of Atmosphere which Variable is Altitude.※Case:Middle Latitudes,Standard Atmosphere
|
Modified Refractive Index,Refractive Index of Atmosphere,Altitude,NU,MU.
|
|
265
|
Calculation of Refractive Index of Atmosphere which Variables are Atmosphere Pressure,Temperature and Partial Pressure of Water Vapor
|
Refractive Index of Atmosphere,Atmosphere Pressure,Temperature,Partial Pressure of Water Vapor,Refractivity,NU.
|
|
266
|
Graph of Relative Sunspot Number and Annual Mean Temperature Anomaly
|
Wolf number,Relative Sunspot Number,Annual Mean Temperature Anomaly,Over the Globe,Northern Hemisphere,Southern Hemisphere.
|
|
267
|
Calculation of Necessary Quantity of Anode by Galvanic Anode System.※Case:Steel Sheet Pile
|
Necessary Quantity of Anode,Galvanic Anode System,Steel Sheet Pile,Span of Pier,Water Depth,Corrosion Proof Paint,Protection Current Density,Initial Generated Current.
|
|
268
|
Calculation of Diffraction Coefficient
|
knife edge,Clearance Coefficient,Diffraction Loss, Fresnel Integrals,Fresnel Zone,Obstacle gain,Diffracted Wave,Direct Wave,Diffraction Coefficient,Received Power.
|
|
269
|
Calculation of Fresnel Integrals
|
Fresnel Integrals,Auxiliary Function,Rational Approximation.
|
|
270
|
Calculation of Refraction Index in Ionosphere
|
Refraction Index,lonized Gases,Ionosphere,Elementary electric charge,Electron density in Ionosphere,Electron mass,Vacuum permittivity,Collision frequency per unit of time,Radiation frequency.
|
|
271
|
Calculation of Rayleigh Distribution
|
Rayleigh Distribution,Random variable,Parameter,Probability density function,Cumulative distribution function.
|
|
272
|
Calculation of Schwarzschild Radius
|
Schwarzschild Radius,Newtonian constant of gravitation,Speed of Light in Vacuum,Mass of Celestial Object.
|
|
273
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
274
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
275
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
276
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
277
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
278
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
279
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
280
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
281
|
Calculation of Definite Integral
|
Physics Formulas,Definite Integral,Euler’‘s number,Napier’’s number.
|
|
282
|
Calculation of Gravitational redshift(ν∞/νr)
|
Gravitational Redshift,Schwarzschild Radius,Newtonian constant of gravitation,Speed of Light in Vacuum,Mass of Celestial Object.
|
|
283
|
Calculation of Absolute Temperature of Black Hole based on Hawking Radiation
|
Absolute Temperature of Black Hole,Hawking Radiation,Newtonian constant of gravitation,Speed of Light in Vacuum,Planck’’s constant,Boltzmann constant,Mass of Celestial Object.
|
|
284
|
Calculation of Evaporation Time of a Black Hole
|
Evaporation Time of a Black Hole,Hawking Radiation,Newtonian constant of gravitation,Speed of Light in Vacuum,Planck’’s constant,Boltzmann constant,Mass of Celestial Object.
|
|
285
|
Calculation of Window Function
|
Window Function,Apodization Function,Hamming Window, Hanning Window,Bartlett Window,Welch Window.
|
|
286
|
Calculation of Derivative
|
Derivative,Exponential function.
|
|
287
|
Calculation of Derivative
|
Derivative,Logarithm.
|
|
288
|
Calculation of Derivative
|
Derivative,Logarithm,Euler numbers,Napier constant.
|
|
289
|
Calculation of Derivative
|
Derivative,Exponential function.
|
|
290
|
Calculation of Derivative
|
Derivative,Sin Curve.
|
|
291
|
Calculation of Derivative
|
Derivative,Sin Curve.
|
|
292
|
Calculation of Derivative
|
Derivative,Tan Curve.
|
|
293
|
Calculation of Derivative
|
Derivative,cot Curve.
|
|
294
|
Calculation of Derivative
|
Derivative,sec curve.
|
|
295
|
Calculation of Derivative
|
Derivative,cosec curve.
|
|
296
|
Calculation of Derivative
|
Derivative,Inverse trigonometric functions,sin.
|
|
297
|
Calculation of Derivative
|
Derivative,Trigonometric function,Inverse trigonometric functions,cosine.
|
|
298
|
Calculation of Derivative
|
Derivative,Trigonometric function,Inverse trigonometric functions,tangent curve.
|
|
299
|
Calculation of Derivative
|
Derivative,Trigonometric function,Inverse trigonometric functions,Cotangent curve.
|
|
300
|
Calculation of Derivative
|
Derivative,Trigonometric function,Inverse trigonometric functions,Secant curve.
|
|
301
|
Calculation of Derivative
|
Derivative,Trigonometric function,Inverse trigonometric functions,Cosecant curve.
|
|
302
|
Calculation of Derivative
|
Derivative,hyperbolic sine curve.
|
|
303
|
Calculation of Derivative
|
Derivative,hyperbolic cosine curve.
|
|
304
|
Calculation of Derivative
|
Derivative,Hyperbolic tangent curve.
|
|
305
|
Calculation of Derivative
|
Derivative,Hyperbolic cotangent curve.
|
|
306
|
Calculation of Derivative
|
Derivative,Hyperbolic secant curve.
|
|
307
|
Calculation of Derivative
|
Derivative,Hyperbolic cosecant curve.
|
|
308
|
Calculation of Derivative
|
Derivative,Logarithm,Sine,Curve.
|
|
309
|
Calculation of Derivative
|
Derivative,Logarithm,Cosine,Curve.
|
|
310
|
Calculation of Derivative
|
Derivative,Logarithm,Tangent,Curve.
|
|
311
|
Calculation of Derivative
|
Derivative,Logarithm,Cotangent,Curve.
|
|
312
|
Calculation of Higher Order Derivative
|
Higher Order Derivative,Power function,Curve.
|
|
313
|
Calculation of Higher Order Derivative
|
Higher Order Derivative,Power function,Curve.
|
|
314
|
Calculation of Higher Order Derivative
|
Higher Order Derivative,Logarithm,Curve.
|
|
315
|
Calculation of Higher Order Derivative
|
Higher Order Derivative,sine,Curve.
|
|
316
|
Calculation of Higher Order Derivative
|
Higher Order Derivative,cosine,Curve.
|
|
317
|
Calculation of Elastic Collisions in Two Dimensions
|
Oblique elastic collisions,Two Dimensions,Relative separation angle,Final velocity,Perfectly elastic sphere.
|
|
318
|
Calculation of Elastic Collisions in One Dimension
|
Coefficient of restitution,Elastic collisions,One Dimension,Perfectly elastic sphere,Inelastic elastic sphere,Loss of kinetic Energy.
|
|
319
|
Calculation of Necessary Amount of the Static Capacitor(Condenser)
|
Static Capacitor,Condenser,Power factor,Improvement,Power,Apparent Power,Reactive Power.
|
|
320
|
Calculation of Transient：Resistor Inductor Circuit-DC power
|
Transient,Resistor Inductor Circuit,DC power,Resistance,Inductance,Voltage,Time.
|
|
321
|
Calculation of Transient：Resistor Inductor Circuit-DC power-Short circuit
|
Transient,Short circuit,Resistor Inductor Circuit,DC power,Resistance,Inductance,Voltage,Time.
|
|
322
|
Calculation of Transient：Resistor Capacitance Circuit-DC power
|
Transient,Short circuit,Resistor Capacitance Circuit,DC power,Resistance,Voltage,Time.
|
|
323
|
Calculation of Transient：Resistor Capacitance Circuit-Discharge
|
Discharge,Transient,Resistor Capacitance Circuit,DC power,Resistance,Voltage,Time.
|
|
324
|
Calculation of Transient：Resistor Inductor Circuit-AC power
|
Transient,Resistor Inductor Circuit,AC power,Resistance,Voltage,Time.
|
|
325
|
Calculation of Transient：Resistor Capacitance Circuit-AC power
|
Transient,Resistor Capacitance Circuit,AC power,Resistance,Voltage,Time.
|
|
326
|
Calculation of Transient：Resistor Capacitance Inductance Circuit-DC power
|
Transient,Resistor Capacitance Inductance,Circuit,DC power,Resistance,Voltage,Time.
|
|
327
|
Calculation of Lorentz transformation：Space and Time
|
Lorentz transformation,Space,Time,Relative Velocities,Coordinates,Speed of light.
|
|
328
|
Calculation of Transient：Resistor Capacitance Inductance Circuit-Discharge
|
Transient,Resistor Capacitance Inductance,Circuit,Discharge,Resistance,Voltage,Time.
|
|
329
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Exponential function.
|
|
330
|
Calculation of Gravitational Lens：Einstein Ring
|
Einstein radius,Gravitational Lens,Einstein Ring,Newtonian constant of gravitation,Speed of Light in Vacuum,Mass of the lens,angular diameter distance.
|
|
331
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Logarithm.
|
|
332
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Exponential function.
|
|
333
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Sine function.
|
|
334
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Cosine function.
|
|
335
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Cotangent function.
|
|
336
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Secant function.
|
|
337
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,arcsin function.
|
|
338
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,arctan function.
|
|
339
|
Calculation of Transient：Capacitance Inductance Circuit-AC Power
|
Transient,Resistor Capacitance Inductance,Circuit,AC Power,Resistance,Voltage,Time.
|
|
340
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Rational function.
|
|
341
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Rational function,Logarithm.
|
|
342
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Rational function,Logarithm.
|
|
343
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Rational function.
|
|
344
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Arctangent function.
|
|
345
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Inverse Hyperbolic tangent functions.
|
|
346
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Inverse Hyperbolic cotangent functions.
|
|
347
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral.
|
|
348
|
Calculation of Volume(V),Surface area(A),Circumradius(Cr) and Inscribed radius(Ir) of Regular tetrahedron
|
Volume,Surface area,Circumradius,Inscribed radius,Regular tetrahedron.
|
|
349
|
Calculation of Volume(V),Surface area(A),Circumradius(Cr) and Inscribed radius(Ir) of Cube
|
Volume,Surface area,Circumradius,Inscribed radius,Cube.
|
|
350
|
Calculation of Volume(V),Surface area(A),Circumradius(Cr) and Inscribed radius(Ir) of Regular octahedron
|
Volume,Surface area,Circumradius,Inscribed radius,Regular octahedron.
|
|
351
|
Calculation of Volume(V),Surface area(A),Circumradius(Cr) and Inscribed radius(Ir) of Regular dodecahedron
|
Volume,Surface area,Circumradius,Inscribed radius,Regular dodecahedron.
|
|
352
|
Calculation of Volume(V),Surface area(A),Circumradius(Cr) and Inscribed radius(Ir) of Regular Icosahedron
|
Volume,Surface area,Circumradius,Inscribed radius,Regular Icosahedron.
|
|
353
|
Calculation of Cubic Equation
|
Cubic Equation. ax3+bx2+c*x+d=0.
|
|
354
|
Calculation of Stationary Solution of Forced Oscillation
|
Stationary Solution,Forced Oscillation,Differential equation,Attenuation factor per unit mass,Frequency for No attenuation,Forced frequency,Forced amplitude per unit mass,Resonance frequency for amplitude of displacement,Impedance per unit mass.
|
|
355
|
Calculation of Julian Date,Julian Century,Modified Julian Date,Greenwich Mean Sidereal Time and Local Sidereal Time
|
Calculation of Julian Date,Julian Century,Modified Julian Date,Greenwich Mean Sidereal Time,Local Sidereal Time.
|
|
356
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Inverse Hyperbolic tangent functions.
|
|
357
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
358
|
Calculation of Capacitance of Power Cable
|
Capacitance of Power Cable,Permittivity of Vacuum,Relative permittivity of Insulation,Finish,Insulation,Conductor,Metal Sheath,Screen.
|
|
359
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
360
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
361
|
Calculation of Period of Pendulum:Simple Pendulum
|
Physics Formulas,Period,Simple Pendulum,Length of Inextensible cord,Acceleration of Gravity,Maximum Angular Displacement.
|
|
362
|
Calculation of Period of Pendulum:Conical Pendulum
|
Physics Formulas,Period,Conical Pendulum,Length of Inextensible cord,Acceleration of Gravity,Half angle,Suspension angle.
|
|
363
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
364
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
365
|
Calculation of Cauchy Distribution
|
Physics Formulas,Cauchy Distribution.
|
|
366
|
Calculation of Rayleigh Probability Paper
|
Physics Formulas,Rayleigh Probability Paper,Cumulative distribution function.
|
|
367
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
368
|
Calculation of Rayleigh Scattering
|
Physics Formulas,Rayleigh Scattering,Intensity of the scattered light,Polarizability,Wavelength,Intensity of Incident light,Distance from scatterer,Scattering angle,Vacuum permittivity.
|
|
369
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
370
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
371
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Irrational function.
|
|
372
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
373
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
374
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
375
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
376
|
Calculation of Temperature in International Standard Atmosphere model by Geopotential Height
|
Temperature,International Standard Atmosphere,Geopotential Height,Temperature Gradient.
|
|
377
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
378
|
Calculation of Pressure in International Standard Atmosphere model by Geopotential Height
|
Pressure,International Standard Atmosphere,Geopotential Height,Temperature Gradient,Gas constant,Gravitational acceleration.
|
|
379
|
Calculation of Density in International Standard Atmosphere model by Geopotential Height
|
Density,International Standard Atmosphere,Geopotential Height,Temperature Gradient,Gas constant,Gravitational acceleration.
|
|
380
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
381
|
Calculation of Number density in International Standard Atmosphere model by Geopotential Height
|
Number density,International Standard Atmosphere,Geopotential Height,Temperature Gradient,Gas constant,Gravitational acceleration.
|
|
382
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
383
|
Calculation of Average velocity of air particles in International Standard Atmosphere model by Geopotential Height
|
Average velocity of air particles,International Standard Atmosphere,Geopotential Height,Temperature Gradient,Gas constant,Gravitational acceleration.
|
|
384
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
385
|
Calculation of Mean free path of air particles in International Standard Atmosphere model by Geopotential Height
|
Mean free path of air particles,International Standard Atmosphere,Geopotential Height,Temperature Gradient,Gas constant,Gravitational acceleration.
|
|
386
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
387
|
Calculation of Collision frequency of air particles in International Standard Atmosphere model by Geopotential Height
|
Collision frequency of air particles,International Standard Atmosphere,Geopotential Height,Temperature Gradient,Gas constant,Gravitational acceleration.
|
|
388
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
389
|
Calculation of Sound velocity in International Standard Atmosphere model by Geopotential Height
|
Sound velocity,International Standard Atmosphere,Geopotential Height,Temperature Gradient,Gas constant,Gravitational acceleration.
|
|
390
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
391
|
Calculation of Viscosity in International Standard Atmosphere model by Geopotential Height
|
Viscosity,International Standard Atmosphere,Geopotential Height,viscosity Gradient.
|
|
392
|
Calculation of Thermal conductivity in International Standard Atmosphere model by Geopotential Height
|
Thermal conductivity,International Standard Atmosphere,Geopotential Height,Thermal conductivity Gradient.
|
|
393
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
394
|
Calculation of Angular Frequency and Phase Velocity about Gravity Wave on Liquid Surface
|
Gravity Wave on Liquid Surface,Phase Velocity,Angular Frequency,Gravitational acceleration,Wavelength,Depth of Liquid,Amplitude,Wavenumber.
|
|
395
|
Calculation of Angular Frequency and Phase Velocity about Gravity Capillary wave
|
Angular Frequency, Phase Velocity,Gravity Capillary wave,Gravity Wave on Liquid Surface,Gravitational acceleration,Wavelength,Depth of Liquid,Amplitude,Wavenumber,Density,Surface tension.
|
|
396
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Simple beam-Concentrated Longitudinal Load-Lateral load
|
Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Concentrated Load in the center of beam.
|
|
397
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Simple beam-Uniformly Distributed Load-Lateral load
|
Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Uniformly Distributed Load.
|
|
398
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Simple beam-Partial uniformly distributed load-Lateral load
|
Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam,Partial uniformly distributed load.
|
|
399
|
Calculation of Weibull distribution
|
Weibull distribution,Probability density function,Cumulative density function,Shape parameter,Location parameter,Scale parameter,Mean,Median,Mode,Variance,Gamma Function.
|
|
400
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
401
|
Calculation of Wind Shear Law
|
Wind shear law,Wind profile,Power law,Logarithmic law,Roughness length,Reference height,Reference speed,Shear exponent,Wind speed.
|
|
402
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Simple beam-Moment Load at both ends-Lateral load
|
Moment Load at both ends,Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Simple beam.
|
|
403
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
404
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Cantilever beam-Concentrated Load at an arbitrary position-Lateral load
|
Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Concentrated Load at an arbitrary position.
|
|
405
|
Calculation of Distribution of wind speed
|
Distribution of wind speed,Annual average wind speed at Hub height,10 minutes average wind speed at Hub height,Probability that wind speed at Hub height may be slowly than 10 minutes average wind speed at Hub height.
|
|
406
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
407
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Cantilever beam-Uniformly Distributed Load-Lateral load
|
Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Uniformly Distributed Load,Lateral load.
|
|
408
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Cantilever beam-Partial Uniformly Distributed Load-Lateral load
|
Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam,Partial Uniformly Distributed Load,Lateral load.
|
|
409
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
410
|
Calculation of Extreme Wind Speed
|
Extreme Wind Speed,Hub height,10 minutes average standard wind speed,Extreme Wind Speed during 50 years,Extreme Wind Speed during 1 years.
|
|
411
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Cantilever beam-Moment Load at tip division of beam-Lateral load
|
Moment Load at tip division of beam,Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Cantilever beam.
|
|
412
|
Calculation of Extreme Operating Gust
|
High turbulence,Low turbulence,Wind Turbine Generator System,Standard variation of main wind direction speed at hub height,Amplitude of Extreme Operating Gust for Return Period,Extreme Operating Gust,Slope parameter of Normal turbulence model,Turbulence Intensity in the case that 10 minutes average standard wind speed of 15(m/s) at hub height,Roter Diameter,Hub height,Parameter of Extreme wind direction change model,10 minutes average wind speed at Hub height.
|
|
413
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
414
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Beams with One End Clamped and Other End Simply Supported-Concentrated Load at arbitrary position-Lateral load
|
Concentrated Load at arbitrary position,Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Beams with One End Clamped and Other End Simply Supported.
|
|
415
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
416
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Beams with One End Clamped and Other End Simply Supported-Uniformly Distributed Load-Lateral load
|
Uniformly Distributed Load,Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Beams with One End Clamped and Other End Simply Supported.
|
|
417
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Beams with One End Clamped and Other End Simply Supported-Moment Load at tip division of beam-Lateral load
|
Moment Load at tip division of beam,Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Beams with One End Clamped and Other End Simply Supported.
|
|
418
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Beams with Both End Clamped-Concentrated Load in the center of beam-Lateral load
|
Concentrated Load in the center of beam,Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Beams with Both End Clamped.
|
|
419
|
Calculation of Bending Moment,Shear Force,Amount of Deflection,Angle of Inclination Slope.※Single span-Beams with Both End Clamped-Uniformly Distributed Load-Lateral load
|
Uniformly Distributed Load,Lateral load,Effective length factor,Young’’s modulus,Geometric moment of inertia,Buckling load,Reaction force,Shear force,Bending moment,Deflection,Angle of inclination slope,Bend stress,Single span beam,Beams with Both End Clamped.
|
|
420
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
421
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
422
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
423
|
Calculation of Indefinite Integral
|
Physics Formulas,Indefinite Integral,Transcendental Function.
|
|
424
|
Calculation of Time change of Extreme Operating Gust
|
Time change,High turbulence,Low turbulence,Wind Turbine Generator System,Standard variation of main wind direction speed at hub height,Amplitude of Extreme Operating Gust for Return Period,Extreme Operating Gust,Slope parameter of Normal turbulence model,Turbulence Intensity in the case that 10 minutes average standard wind speed of 15(m/s) at hub height,Roter Diameter,Hub height,Parameter of Extreme wind direction change model,10 minutes average wind speed at Hub height.
|
|
425
|
Calculation of Extreme Wind Direction Change
|
Extreme Wind Direction Change,Time change,High turbulence,Low turbulence,Wind Turbine Generator System,Standard variation of main wind direction speed at hub height,Amplitude of Extreme Operating Gust for Return Period,Extreme Operating Gust,Slope parameter of Normal turbulence model,Turbulence Intensity in the case that 10 minutes average standard wind speed of 15(m/s) at hub height,Roter Diameter,Hub height,Parameter of Extreme wind direction change model,10 minutes average wind speed at Hub height.
|
|
426
|
Calculation of Extreme Coherent Gust
|
Extreme Coherent Gust,High turbulence,Low turbulence,Wind Turbine Generator System,Standard variation of main wind direction speed at hub height,Amplitude of Extreme Operating Gust for Return Period,Extreme Operating Gust,Slope parameter of Normal turbulence model,Turbulence Intensity in the case that 10 minutes average standard wind speed of 15(m/s) at hub height,Roter Diameter,Hub height,Parameter of Extreme wind direction change model,10 minutes average wind speed at Hub height.
|
|
427
|
Calculation of Extreme Coherent Gust with Direction Change
|
Direction Change,Extreme Coherent Gust,High turbulence,Low turbulence,Wind Turbine Generator System,Standard variation of main wind direction speed at hub height,Amplitude of Extreme Operating Gust for Return Period,Extreme Operating Gust,Slope parameter of Normal turbulence model,Turbulence Intensity in the case that 10 minutes average standard wind speed of 15(m/s) at hub height,Roter Diameter,Hub height,Parameter of Extreme wind direction change model,10 minutes average wind speed at Hub height.
|
|
428
|
Calculation of Compressibility Factor from Redlich-Kwong Equation
|
Compressibility Factor,Redlich-Kwong Equation,Pressure,Temperature,Molar volume,Molar gas constant.
|
|
429
|
Calculation of Hour Angle at Sunset and Day light hours for Monthly Mean Daily Solar Radiation on tilted surfaces
|
Hour Angle at Sunset,Day light hours,Monthly Mean Daily Solar Radiation on tilted surfaces,latitude,Solar declination.
|
|
430
|
Calculation of Equation of Time and Hour Angle for Monthly Mean Daily Solar Radiation on tilted surfaces
|
Equation of Time,Apparent solar time,Hour Angle,Time Zone,Srandard Time,Longitude.
|
|
431
|
Calculation of Incidence angle to Photovoltaic array and Solar altitude
|
Incidence angle,Photovoltaic array,Solar altitude,Time Zone,Local Srandard Time,Longitude,Latitude,Azimuth,Tilt,Monthly average day,Day number,Equation of Time,Declination of Sun,Hour Angle,Solar altitude,Incidence angle.
|
|
432
|
Calculation of Ratio of Hourly Total to Daily Total Diffuse Ratdiation
|
Ratio of hourly to daily total diffuse radiation,Sunset Hour Angle,Time Zone,Local Srandard Time,Longitude,Latitude,Azimuth,Tilt,Monthly average day,Day number,Equation of Time,Declination of Sun,Hour Angle.
|
|
433
|
Calculation of Ratio of Hourly Total to Daily Total Global Ratdiation
|
Ratio of hourly to daily total Global radiation,Sunset Hour Angle,Time Zone,Local Srandard Time,Longitude,Latitude,Azimuth,Tilt,Monthly average day,Day number,Equation of Time,Declination of Sun,Hour Angle.
|
|
434
|
Calculation of Monthly Average Extraterrestrial Daily Solar Radiation on a Horizontal Surface
|
Monthly Average Extraterrestrial Daily Solar Radiation on a Horizontal Surface,Solar Constant,Latitude,Monthly average day,Day number,Monthly average Declination of Sun,Monthly average Sunset Hour Angle.
|
|
435
|
Calculation of Monthly Average Daily Global and Diffuse Solar Radiation and on a Horizontal Surface
|
Monthly Average Clearness Index,Monthly Average Daily Global and Diffuse Solar Radiation on a Horizontal Surface,Solar Constant,Latitude,Monthly average day,Day number,Monthly average Declination of Sun,Monthly average Sunset Hour Angle.
|
|
436
|
Calculation of Hourly irradiance in the plane of the Photovoltaic array
|
Monthly Average Hourly irradiance in the plane of the Photovoltaic array,Diffuse reflectance of the ground,ground albedo,Tilt of Photovoltaic array,Monthly Average Hourly total Global,Diffuse and Beam Solar Horizontal Irradiation,Monthly Average Daily Global,Diffuse and Beam Solar Horizontal Radiation,Ratio of hourly total to daily total global and diffuse radiation,Solar constant,Time Zone,Local Standard Time,Longitude,Latitude,Monthly Average Clearness Index,Monthly average day,Day number,Declination of Sun,Monthly average Sunset Hour Angle,Equation of Time.
|
|
437
|
Calculation of Daily irradiance in the plane of the Photovoltaic array
|
Monthly Average Daily irradiance in the plane of the Photovoltaic array,Diffuse reflectance of the ground,ground albedo,Tilt of Photovoltaic array,Monthly Average Hourly total Global,Diffuse and Beam Solar Horizontal Irradiation,Monthly Average Daily Global,Diffuse and Beam Solar Horizontal Radiation,Ratio of hourly total to daily total global and diffuse radiation,Solar constant,Time Zone,Local Standard Time,Longitude,Latitude,Monthly Average Clearness Index,Monthly average day,Day number,Declination of Sun,Monthly average Sunset Hour Angle,Equation of Time.
|
|
438
|
Calculation of Kepler’’s laws of planetary motion：First law
|
Kepler’’s laws of planetary motion：First law
|
|
439
|
Calculation of Orbital velocity on a orbital motion caused by the effect of gravity
|
Orbital velocity on a orbital motion caused by the effect of gravity
|
|
440
|
Calculation of Kepler’’s laws of planetary motion：Third law
|
Kepler’’s laws of planetary motion：Third law
|
|
441
|
Calculation of Moments of inertia：Thin-Walled T-Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Thin-Walled T-Section
|
|
442
|
Calculation of Doppler effect for electromagnetic waves
|
Lorentz transformation,Arrival angle,Doppler effect for electromagnetic waves,Relative Velocities,Coordinates,Speed of light.
|
|
443
|
Calculation of Lorentz transformation：Momentum and Energy
|
Lorentz transformation,Momentum,Energy,Relative Velocities,Coordinates,Speed of light.
|
|
444
|
Calculation of Lorentz transformation：Velocity
|
Lorentz transformation,Velocity component,Relative Velocities,Coordinates,Speed of light.
|
|
445
|
Calculation of Moments of inertia：Rod
|
Moments of inertia,Rod
|
|
446
|
Calculation of Moments of inertia：Ball
|
Moments of inertia：Ball
|
|
447
|
Calculation of Moments of inertia：Hollow sphere
|
Moments of inertia：Hollow sphere
|
|
448
|
Calculation of Moments of inertia：Solid cylinder
|
Moments of inertia,Solid cylinder
|
|
449
|
Calculation of Moments of inertia：Rectangular Cuboid
|
Moments of inertia,Rectangular Cuboid
|
|
450
|
Calculation of Moments of inertia：Solid Cone
|
Moments of inertia,Solid Cone
|
|
451
|
Calculation of Moments of inertia：Solid Ellipsoid
|
Moments of inertia,Solid Ellipsoid
|
|
452
|
Calculation of Moments of inertia：Elliptical thin plate
|
Moments of inertia,Elliptical thin plate
|
|
453
|
Calculation of Moments of inertia：Solid disk
|
Moments of inertia,Solid disk
|
|
454
|
Calculation of Moments of inertia：Trigon
|
Moments of inertia,Trigon
|
|
455
|
Calculation of Lame coefficients for Isotropic Elastic Body
|
Lame coefficients,Poisson’‘s ratio,Young’’s Modulus,Isotropic Elastic Body.
|
|
456
|
Calculation of Shear Coefficient.※Cross Section:Spar and Web Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Spar and Web Section.
|
|
457
|
Calculation of Moments of inertia：Cross Section:Thin-Walled Box Section
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Thin-Walled Box Section
|
|
458
|
Calculation of Shear Coefficient.※Cross Section:Thin-Walled Square Tube
|
Shear Coefficient,Poisson’’s ratio,Timoshenko,Beam Theory,Thin-Walled Square Tube
|
|
459
|
Calculation of Bulk modulus for Isotropic Elastic Body
|
Bulk modulus,Lame coefficients,Poisson’‘s ratio,Young’’s Modulus,Isotropic Elastic Body.
|
|
460
|
Calculation of Young’’s Modulus for Isotropic Elastic Body
|
Bulk modulus,Lame coefficients,Poisson’‘s ratio,Young’’s Modulus,Isotropic Elastic Body.
|
|
461
|
Calculation of Poisson’’s ratio for Isotropic Elastic Body
|
Bulk modulus,Lame coefficients,Poisson’‘s ratio,Young’’s Modulus,Isotropic Elastic Body
|
|
462
|
Calculation of Hagen-Poiseuille equation
|
Hagen-Poiseuille equation,dynamic fluid viscosity,internal radius of pipe,volumetric flow rate,velocity of liquid moving.
|
|
463
|
Calculation of Viscous flow velocity between parallel plate
|
Viscous flow velocity,parallel plate,dynamic fluid viscosity,velocity of liquid moving.
|
|
464
|
Calculation of Blast wave：Radius and Expanding velocity
|
Blast wave,Radius,Expanding velocity,Dimensionless constant,Initial energy,Age,Surrounding medium density
|
|
465
|
Calculation of Soliton solutions：Solitary wave：Kortewegde Vries equation(KdV equation)：Solution with one Soliton
|
Soliton solutions,Solitary wave,Korteweg-de Vries equation(KdV equation),Solution with one Soliton,Arbitrary constant,Phase speed.
|
|
466
|
Calculation of Soliton solutions：Solitary wave：Kortewegde Vries equation(KdV equation)：Solution with two Soliton
|
Soliton solutions,Solitary wave,Kortewegde Vries equation(KdV equation),Solution with two Soliton,Arbitrary constant,Phase speed.
|
|
467
|
Calculation of Limit velocity not to overturn for Symmetric Rigid Object
|
Limit velocity not to overturn for Symmetric Rigid Object
|
|
468
|
Calculation of Displacement distribution during earthquake
|
Displacement distribution during earthquake,Velocity Response Spectra on base rock surface(Bedrock),Natural Period of surface strata,Depth from surface.
|
|
469
|
Calculation of Shear force distribution on surface of underground structure during earthquake
|
Dynamic shear deformation coefficient,Shear force distribution on surface of underground structure during earthquake,Velocity Response Spectra on base rock surface(Bedrock),Natural Period of surface strata,Depth from surface.
|
|
470
|
Calculation of Tension-Crack depth
|
Tension-Crack depth,Embankment,Cohesion of soil,Wet Density,Gravity acceleration,Internal friction angle
|
|
471
|
Calculation of FitzHugh-Nagumo equation
|
Self exited oscillation, FitzHugh-Nagumo equation,Action potential, Excitable variable, Recovery variable
|
|
472
|
Calculation of Capillary action：Height the liquid is lifted
|
Capillary action,Liquid-air surface tension,Contact angle,Density of liquid,Gravity acceleration,Radius of tube.
|
|
473
|
Calculation of Resistance to Ground：One Ground Rod
|
Resistance to Ground,One Ground Rod,Ground resistivity,Length of vertical ground rod,Radius of vertical ground rod.
|
|
474
|
Calculation of Resistance to Ground：Two Ground Rods：Spacing between rod is longer than length of rod.
|
Resistance to Ground,Two Ground Rods,Spacing between rod is longer than length of rod,Ground resistivity,Length of vertical ground rod,Radius of vertical ground rod.
|
|
475
|
Calculation of Resistance to Ground：Two Ground Rods：Spacing between rod is shorter than length of rod
|
Resistance to Ground,Two Ground Rods,Spacing between rod is shorter than length of rod,Ground resistivity,Length of vertical ground rod,Radius of vertical ground rod.
|
|
476
|
Calculation of JohnsonNyquist noise：Noise voltage
|
JohnsonNyquist noise,Noise voltage,Root Mean Square Noise voltage,Boltzmann’’s constant,Temperature,Resistor value,Bandwidth.
|
|
477
|
Calculation of Shot noise
|
Shot noise,Noise current ,Root Mean Square Noise current ,Boltzmann’’s constant,Temperature,Resistor value,Bandwidth.
|
|
478
|
Calculation of Spectral irradiance and Integrated spectral irradiance about Primary sunlight
|
Spectral irradiance,Integrated spectral irradiance,Primary sunlight,Condition of Air,Precipitable water vapor,Total ozone,Turbidity,Airmass,Ground albedo,Measuring plane to horizontal plane.
|
|
479
|
Calculation of Airmass
|
Airmass,Atmospheric pressure,Solar Zenith Angle,Standard atmosphere,Solar energy,Solar radiation.
|
|
480
|
Periodic table of the elements
|
Periodic table , Atomic number , Relative atomic mass , Period , Group , Density , Melting point , Boiling point , hydrogen , helium , lithium , beryllium , boron , carbon , nitrogen , oxygen , fluorine , neon , sodium , magnesium , aluminum , silicon , phosphorus , sulfur , chlorine , argon , potassium , calcium , scandium , titanium , vanadium , chromium , manganese , iron , cobalt , nickel , copper , zinc , gallium , germanium , arsenic , selenium , bromine , krypton , rubidium , strontium , yttrium , zirconium , niobium , molybdenum , technetium , ruthenium , rhodium , palladium , silver , cadmium , indium , tin , antimony , tellurium , iodine , xenon , cesium , barium , lanthanum , cerium , praseodymium , neodymium , promethium , samarium , europium , gadolinium , terbium , dysprosium , holmium , erbium , thulium , ytterbium , lutetium , hafnium , tantalum , tungsten , rhenium , osmium , iridium , platinum , gold , mercury , thallium , lead , bismuth , polonium , astatine , radon , francium , radium , actinium , thorium , protactinium , uranium , neptunium , plutonium , americium , curium , berkelium , californium , einsteinium , fermium , mendelevium , nobelium , lawrencium , rutherfordium , dubnium , seaborgium , bohrium , hassium , meitnerium , darmstadtium , roentgenium.
|
|
481
|
Calculation of Phonon dispersion relations：One dimensional Monatomic Lattice Chains
|
Angular frequency of Phonon,Phonon dispersion relations,One dimensional Monatomic Lattice Chains,Chain of interionic separation,Wave number,Wavelength of Phonon,Mass of Atom,Spring constant..
|
|
482
|
Calculation of Phonon dispersion relations：One dimensional Diatomic Lattice Chains
|
Angular frequency of Phonon,Phonon dispersion relations,One dimensional Diatomic Lattice Chains,Chain of interionic separation,Wave number,Wavelength of Phonon,Mass of Atom,Spring constant,Reduced mass.
|
|
483
|
Calculation of Fresnel equations：Reflection and Transmission Coefficients
|
Fresnel’‘s equation, Reflection and Transmission Coefficients, Incident angle, Reflected angle, Refracted angle, Refractive index of incident medium, Refractive index of transmitting medium, Snell’’s law.
|
|
484
|
Calculation of Pythagorean theorem
|
Pythagorean theorem
|
|
485
|
Calculation of Thales theorem
|
For Junior high-school student,Thales theorem.
|
|
486
|
Calculation of Hippocrates Theorem
|
For Junior high-school student,Hippocrates theorem.
|
|
487
|
Calculation of Pappus Theorem
|
For Junior high-school student,Pappus theorem.
|
|
488
|
Calculation of Time history of the contact forces normalized by body weight of the person
|
Time history of the contact forces normalized by body weight of the person,Step frequency,The load duration of a single footfall.
|
|
489
|
Calculation of Weighting function for the spectrum of vibration velocities according to human perception.
|
Weighting function for the spectrum of vibration velocities according to human perception,Frequencies obtained from the response of the floor structure.
|
|
490
|
Calculation of Quadratic equation.
|
Quadratic equation,Quadratic formula.
|
|
491
|
Calculation of the first natural frequency and the modal mass of isotropic plates：Rectangular Plate with Four Hinged Edges.
|
The first natural frequency and the modal mass of isotropic plates, Rectangular Plate with Four Hinged Edges.
|
|
492
|
Calculation of the first natural frequency and the modal mass of isotropic plates：Rectangular Plate with Two opposite side Hinged Edges and Two clamped Edges.
|
The first natural frequency and the modal mass of isotropic plates, Rectangular Plate with Two opposite side Hinged Edges and Two clamped Edges.
|
|
493
|
Calculation of the first natural frequency and the modal mass of isotropic plates：Rectangular Plate with One Hinged Edges and Three clamped Edges.
|
The first natural frequency and the modal mass of isotropic plates, Rectangular Plate with One Hinged Edges and Three clamped Edges.
|
|
494
|
Calculation of the first natural frequency and the modal mass of isotropic plates：Rectangular Plate with Three Hinged Edges and One clamped Edges.
|
The first natural frequency and the modal mass of isotropic plates, Rectangular Plate with Three Hinged Edges and One clamped Edges.
|
|
495
|
Calculation of Brahmagupta’’s theorem.
|
For Junior high-school student,Brahmagupta’’s theorem,cyclic quadrilateral, perpendicular diagonals.
|
|
496
|
Calculation of the first natural frequency and the modal mass of isotropic plates：Rectangular Plate with Two adjacent Hinged Edges and Two clamped Edges.
|
The first natural frequency and the modal mass of isotropic plates, Rectangular Plate with Two adjacent Hinged Edges and Two clamped Edges.
|
|
497
|
Calculation of the first natural frequency and the modal mass of isotropic plates：Rectangular Plate with Four clamped Edges.
|
The first natural frequency and the modal mass of isotropic plates, Rectangular Plate with Four clamped Edges.
|
|
498
|
Calculation of the Natural frequency and the modal mass of Beam：Single span - Both End Clamped.
|
the Natural frequency and the modal mass of Beam, Single span, Both End Clamped
|
|
499
|
Calculation of the Natural frequency and the modal mass of Beam：Single span - One End Clamped and Other End Simply Supported.
|
the Natural frequency and the modal mass of Beam, Single span, One End Clamped and Other End Simply Supported.
|
|
500
|
Calculation of the Natural frequency and the modal mass of Beam：Single span - One End Clamped and Other End Simply Supported.
|
Calculation of the Natural frequency and the modal mass of Beam：Single span - One End Clamped and Other End Simply Supported.
|
|
501
|
Calculation of Ptolemy’’s theorem
|
For Junior high-school student,Ptolemy’’s theorem,cyclic quadrilateral, perpendicular diagonals.
|
|
502
|
Calculation of Menelaus’’ theorem
|
For Junior high-school student,Menelaus’’ theorem.
|
|
503
|
Calculation of Langevin Function
|
Langevin Function,magnetic moment,Total Angula Momentum
|
|
504
|
Calculation of Sinc function
|
Sinc function
|
|
505
|
Calculation of Kinetic energy
|
For Junior high-school student,Kinetic energy
|
|
506
|
Calculation of Approximation of mode shape(first mode),Mass distribution and Modal mass：ly～lx
|
Langevin Function,magnetic moment,Total Angula Momentum
|
|
507
|
Calculation of Point of application of horizontal load by earthquake to calculate Overturning Moment of tank：Square Glassfiber Reinforced Plastic Water Tank
|
Point of application,horizontal load by earthquake,Overturning Moment of tank,Square Glassfiber Reinforced Plastic Water Tank,Water level,Breadth of FRP Water Tank.
|
|
508
|
Calculation of Effective weight of water inside tank during earthquake to calculate horizontal load：Square Glassfiber Reinforced Plastic Water Tank
|
Effective weight of water,Point of application,horizontal load by earthquake,Overturning Moment of tank,Square Glassfiber Reinforced Plastic Water Tank,Water level,Breadth of FRP Water Tank
|
|
509
|
Calculation of Parabola
|
For Junior high-school student,Parabola,Focus,Eccentricity,Directrix.
|
|
510
|
Calculation of Ellipse
|
For Junior high-school student,Ellipse,Focus,Eccentricity,Directrix.
|
|
511
|
Calculation of Hyperbola
|
For Junior high-school student,Hyperbola,Focus,Eccentricity,Directrix.
|
|
512
|
Calculation of Error in Derivation using Numerical differentiation. Case：y=sin(cos(x))
|
Derivation,Numerical differentiation,sin(cos(x)),chain rule
|
|
513
|
Calculation of Fluctuating water pressure impinging on wall and bottom of tank：Square Glassfiber Reinforced Plastic Water Tank
|
fluctuating water pressure impinging on wall and bottom of tank：Square Glassfiber Reinforced Plastic Water Tank
|
|
514
|
Calculation of Primary Natural Period of Sloshing：Square Glassfiber Reinforced Plastic Water Tank
|
Primary Natural Period of Sloshing,Square Glassfiber Reinforced Plastic Water Tank
|
|
515
|
Calculation of Wave height by Sloshing Response：Square Glassfiber Reinforced Plastic Water Tank
|
Primary Natural Period of Sloshing,Square Glassfiber Reinforced Plastic Water Tank
|
|
516
|
Calculation of Fluctuating water pressure impinging on roof of tank：Square Glassfiber Reinforced Plastic Water Tank
|
Primary Natural Period of Sloshing,Square Glassfiber Reinforced Plastic Water Tank
|
|
517
|
Calculation of Coincidence frequency
|
Coincidence frequency,Young’‘s modulus,Sound velocity,Density of Plate,Poisson’’s ratio,Thickness of Plate
|
|
518
|
Calculation of Plotting positions
|
Plotting positions,Weibull,Hazen,Gringorten,Blom,Cunnane
|
|
519
|
Calculation of Volume of Overflow：Full width weir
|
Volume of Overflow,Full width weir
|
|
520
|
Calculation of Volume of Overflow：Square weir
|
Volume of Overflow,Square weir
|
|
521
|
Calculation of Volume of Overflow：Right triangle weir
|
Volume of Overflow,Right triangle weir
|
|
522
|
Calculation of Volume of Overflow：Submerged weir
|
Volume of Overflow,Submerged weir
|
|
523
|
Calculation of Pasquill-Gifford Graph：approximate relationship
|
Pasquill-Gifford Graph,The Pasquill-Turner Stability Index,Downwind distance,Dispersion Coefficient,approximate relationship
|
|
524
|
Calculation of Effective chimney height(Stack height)：CONCAWE,Under Windy Condition
|
Effective chimney height(Stack height),CONCAWE,Under Windy Condition,Building height,Wind speed,Specific heat at constant pressure
|
|
525
|
Calculation of Effective chimney height(Stack height)：Moses and Carson,Under Windy Condition
|
Effective chimney height(Stack height),Moses and Carson,Under Windy Condition,Building height,Wind speed,Specific heat at constant pressure
|
|
526
|
Calculation of Effective chimney height(Stack height)：Briggs,Under calm Condition
|
Effective chimney height(Stack height),Briggs,Under calm Condition,Building height,Wind speed,Specific heat at constant pressure
|
|
527
|
Calculation of Plume dispersion equation
|
Plume dispersion equation,Downwind distance,Volume of emit gas,Wind speed,Effective chimney height,Stability categories
|
|
528
|
Calculation of Puff dispersion equation
|
Puff dispersion equation,calm condition,Downwind distance,Volume of emit gas,Wind speed,Effective chimney height,Stability categories
|
|
529
|
Calculation of Bivariate normal distribution：Joint probability density function
|
Bivariate normal distribution,Variable,Average,Correlation coefficient
|
|
530
|
Calculation of Antoine equation
|
Antoine equation,vapor pressure,temperature,Antoine coefficients
|
|
531
|
Calculation of Lissajous figure(Lissajous curve)
|
Lissajous figure,Lissajous curve,sin,cos,amplitude,frequency,phase shift
|
|
532
|
Calculation of Clothoid curve(Cornu Spiral)
|
Clothoid curve,Cornu Spiral,Fresnel Integrals
|
|
533
|
Calculation of Earthquake frequency-magnitude distribution：Cumulative distribution function
|
Earthquake frequency-magnitude distribution,Cumulative distribution function
|
|
534
|
Calculation of Earthquake frequency-magnitude distribution：Annual average earthquake cumulative frequency
|
Earthquake frequency-magnitude distribution,Annual average earthquake cumulative frequency
|
|
535
|
Calculation of homogeneous linear differential equations of order 1 by RungeKutta methods(RK4)：dy/dx=ay+bx+c
|
homogeneous linear differential equations of order 1,RungeKutta methods(RK4),dy/dx=ay+bx+c
|
|
536
|
Calculation of Simultaneous homogeneous linear differential equations of order 1 by RungeKutta methods(RK4)：Lotka-Volterra equation
|
Simultaneous homogeneous linear differential equations of order 1,RungeKutta methods(RK4),Lotka-Volterra equation
|
|
537
|
Calculation of Alfven velocity
|
Alfven velocity,Magnetic field strength,Permeability of the vacuum,Total mass density of the charged plasma particles.
|
|
538
|
Calculation of Bending vibration of Beam(Shape of natural vibration)：Hinge - Hinge,Uniform section,Undamped Free Vibration
|
Hinge,Uniform section,Undamped Free Vibration,Bending vibration,Beam,Torsional rigidity,Mode.
|
|
539
|
Calculation of Bending vibration of Beam(Shape of natural vibration)：Clamped - Free,Uniform section,Undamped Free Vibration
|
Clamped,Free,Uniform section,Undamped Free Vibration,Bending vibration,Beam,Torsional rigidity,Mode.
|
|
540
|
Calculation of Bending vibration of Beam(Shape of natural vibration)：Clamped - Clamped,Uniform section,Undamped Free Vibration
|
Clamped,Uniform section,Undamped Free Vibration,Bending vibration,Beam,Torsional rigidity,Mode.
|
|
541
|
Calculation of Bending vibration of Beam(Shape of natural vibration)：Free - Free,Uniform section,Undamped Free Vibration
|
Free,Uniform section,Undamped Free Vibration,Bending vibration,Beam,Torsional rigidity,Mode.
|
|
542
|
Calculation of Angular Natural Frequency of Beam：Clamped - Free,Uniform section,Undamped Free Vibration,Uniformly distributed load
|
Angular Natural Frequency of Beam,Clamped,Free,Uniform section,Undamped Free Vibration,Uniformly distributed load.
|
|
543
|
Calculation of Angular Natural Frequency of Beam：Hinged - Hinged,Uniform section,Undamped Free Vibration,Uniformly distributed load
|
Angular Natural Frequency of Beam,Hinged,Uniform section,Undamped Free Vibration,Uniformly distributed load.
|
|
544
|
Calculation of Angular Natural Frequency of Beam：Clamped - Clamped,Uniform section,Undamped Free Vibration,Uniformly distributed load
|
Angular Natural Frequency of Beam,Clamped,Uniform section,Undamped Free Vibration,Uniformly distributed load.
|
|
545
|
Calculation of Angular Natural Frequency of Beam：Free - Free,Uniform section,Undamped Free Vibration,Uniformly distributed load
|
Angular Natural Frequency of Beam,Free,Uniform section,Undamped Free Vibration,Uniformly distributed load.
|
|
546
|
Calculation of Angular Natural Frequency of Beam：Clamped - Hinged,Uniform section,Undamped Free Vibration,Uniformly distributed load
|
Angular Natural Frequency of Beam,Clamped,Hinged,Uniform section,Undamped Free Vibration,Uniformly distributed load.
|
|
547
|
Calculation of Angular Natural Frequency of Beam：Hinged - Free,Uniform section,Undamped Free Vibration,Uniformly distributed load
|
Angular Natural Frequency of Beam,Free,Hinged,Uniform section,Undamped Free Vibration,Uniformly distributed load.
|
|
548
|
Calculation of Potential evapotranspiration by Thornthwaite’’s equation
|
Potential evapotranspiration,Thornthwaite’‘s equation,Latitude,Solar declination,Mean monthly temperature,Thornthwaite’’s temperature efficiency index,Heat index.
|
|
549
|
Calculation of Potential evapotranspiration by Hamon’’s Equation
|
Potential evapotranspiration,Hamon’’s equation,Latitude,Solar declination,Mean monthly temperature,Saturated vapor pressure
|
|
550
|
Calculation of temperature-dependent oxygen saturation of water
|
Temperature-dependent oxygen saturation,Water temperature,Salinity
|
|
551
|
Calculation of Angular Natural Frequency of Massive Beams with Concentrated Mass Loads.Uniform section,Undamped Free Vibration,Clamped-Free,Mode：1
|
Angular Natural Frequency,Clamped-Free,Massive Beams,Concentrated Mass Loads,Uniform section,Undamped Free Vibration,Mode：1
|
|
552
|
Calculation of Angular Natural Frequency of Massive Beams with Concentrated Mass Loads.Center Load,Uniform section,Undamped Free Vibration,Hinged-Hinged,Mode：1
|
Angular Natural Frequency,Hinged-Hinged,Massive Beams,Concentrated Mass Loads,Uniform section,Undamped Free Vibration,Mode：1
|
|
553
|
Calculation of Angular Natural Frequency of Massive Beams with Concentrated Mass Loads.Center Load,Uniform section,Undamped Free Vibration,Clamped-Clamped,Mode：1
|
Angular Natural Frequency,Clamped-Clamped,Massive Beams,Concentrated Mass Loads,Uniform section,Undamped Free Vibration,Mode：1
|
|
554
|
Calculation of Debye length in a plasma
|
Debye length in a plasma,Permittivity of free space,Boltzmann constant,Charge of an electron,Temperatures of the electrons,Density of electrons
|
|
555
|
Calculation of Landau length in a plasma
|
Landau length in a plasma,Permittivity of free space,Boltzmann constant,Charge of an electron,Temperatures of the electrons,Density of electrons
|
|
556
|
Calculation of First Natural Frequency of floor slab：Peripherally Fixed Rectangular Plate
|
First Natural Frequency of floor slab,Peripherally Fixed Rectangular Plate,Octave Band,Young’’s modules,Density,Equivalent thickness of floor slab,Reduction coefficient
|
|
557
|
Calculation of Bending Rigidity and Equivalent thickness of floor slab for impedance calculation：Homogeneous- single panel-slab
|
Homogeneous-single panel-slab,Bending Rigidity,Equivalent thickness of floor slab, impedance calculation,Density of member,Thickness of floor slab,Young’’s modules of member,Second moment of area
|
|
558
|
Calculation of Bending Rigidity and Equivalent thickness of floor slab for impedance calculation：Homogeneous-single panel-void slab with circle hollow air space
|
Diameter of circle,Interval of void,Homogeneous- single panel-void slab with circle hollow air space,Bending Rigidity,Equivalent thickness of floor slab, impedance calculation,Density of member,Thickness of floor slab,Young’’s modules of member,Second moment of area
|
|
559
|
Calculation of Bending Rigidity and Equivalent thickness of floor slab for impedance calculation：Homogeneous-single panel-void slab with rectangle hollow air space
|
Homogeneous- single panel-void slab with rectangle hollow air space,Bending Rigidity,Equivalent thickness of floor slab, impedance calculation,Density of member,Thickness of floor slab,Young’’s modules of member,Second moment of area
|
|
560
|
Calculation of amount of increase of impedance according to impact point by restraining effect of plate ends
|
amount of increase of impedance,impact point,restraining effect of plate ends,wavelength of undulation
|
|
561
|
Calculation of wavelength of bending wave(flexural wave) of floor slab
|
Young’’s modules of member,Density of member,Equivalent thickness of floor slab,Impact frequency,Elastic wave velocity,Wavelength of bending wave(flexural Wave) of floor slab,Velocity of bending wave(flexural Wave) of floor slab
|
|
562
|
Calculation of amount of increase of impedance according to impact point by restraining effect of plate ends：two-way restraining
|
two-way restraining,amount of increase of impedance,impact point,restraining effect of plate ends,wavelength of undulation
|
|
563
|
Calculation of Basic impedance level for calculation of heavy weight floor-impact sound level：Homogeneous-single panel-slab
|
Basic impedance level for calculation of heavy weight floor-impact sound level,Homogeneous-single panel-slab,Bending Rigidity,Density of member,Thickness of floor slab,Young’’s modules of member,Second moment of area
|
|
564
|
Calculation of Basic impedance level for calculation of heavy weight floor-impact sound level：Homogeneous-single panel-void slab with rectangle hollow air space
|
Basic impedance level for calculation of heavy weight floor-impact sound level,Homogeneous- single panel-void slab with rectangle hollow air space,Bending Rigidity,Equivalent thickness of floor slab, impedance calculation,Density of member,Thickness of floor slab,Young’’s modules of member,Second moment of area
|
|
565
|
Calculation of Basic impedance level for calculation of heavy weight floor-impact sound level：Homogeneous-single panel-void slab with circle hollow air space
|
Basic impedance level for calculation of heavy weight floor-impact sound level,Diameter of circle,Interval of void,Homogeneous- single panel-void slab with circle hollow air space,Bending Rigidity,Equivalent thickness of floor slab, impedance calculation,Density of member,Thickness of floor slab,Young’’s modules of member,Second moment of area
|
|
566
|
Calculation of Necessary water dilution volume
|
Necessary water dilution volume,Molecular weight of object,Concentration
|
|
567
|
Calculation of Seismic risk analysis：Point Source Model
|
Gutenberg-Richter formula,Probability density function of maximum magnitude,Cumulative distribution function of maximum magnitude,Seismic risk analysis,Point Source Model,Earthquake Magnitude,Lower limit of Earthquake Magnitude,Period
|
|
568
|
Calculation of Normal Random Numbers by BoxMuller transform
|
Normal Random Numbers,BoxMuller transform,Mean,Variance,Standard variation,Probability density function,Frequency function,Normal distribution
|
|
569
|
Calculation of Constant Volume Heat Capacities by Debye T3 law and Dulong-Petit law
|
Constant Volume Heat Capacities,Debye T3 law,Dulong-Petit law,Boltzmann constant,Temperature,Debye temperature,Avogadro constant
|
|
570
|
Calculation of Fermi wave number, Fermi velocity, Fermi energy and Fermi temperature
|
Fermi wave number, Fermi velocity, Fermi energy, Fermi temperature,Number of electrons per unit volume,Planck’’s constant,Mass of Electron
|
|
571
|
Calculation of Density of states for electrons per unit volume
|
Density of states for electrons per unit volume,Planck’’s constant,Mass of Electron,Energy of electron
|
|
572
|
Calculation of Transition temperature：Bose-Einstein Condensation
|
Transition temperature,Bose-Einstein Condensation,Number of particles per unit volume,Planck’’s constant,Mass of particle,Boltzmann constant
|
|
573
|
Calculation of Logistic distribution
|
Logistic distribution,Location parameter,Scale parameter
|
|
574
|
Calculation of Logistic map
|
Logistic map,Feigenbaum point
|
|
575
|
Calculation of Henon map
|
Henon map,Chaos theory
|
|
576
|
Simulation of Random walk：1-dimension
|
Random walk,1-dimension
|
|
577
|
Simulation of Random walk：2-dimensions
|
Random walk,2-dimensions
|
|
578
|
Calculation of Lennard-Jones (6-12) potential
|
Lennard-Jones (6-12) potential,Parameter,Separation,Boltzmann constant
|
|
579
|
Calculation of Electrostatic energy of Ionic bonds
|
Electrostatic energy of Ionic bonds,Distance of next neighbors,Permittivity of vacuum,Elementary charge,Madelung constant
|
|
580
|
Calculation of Astroid curve
|
Astroid curve,Perimeter length,Area
|
|
581
|
Calculation of Electrostatic capacitance：Coaxial cylinder
|
Electrostatic capacitance,Coaxial cylinder,Radius,Permittivity of vacuum,Relative Permittivity of medium
|
|
582
|
Calculation of Electrostatic capacitance：Concentric Spherical
|
Electrostatic capacitance,Concentric Spherical,Radius,Permittivity of vacuum,Relative Permittivity of medium
|
|
583
|
Calculation of Electrostatic capacitance：Two cylinders
|
Electrostatic capacitance,Two cylinders,Radius,Permittivity of vacuum,Relative Permittivity of medium,Inverse hyperbolic function,arcosh
|
|
584
|
Calculation of Electrostatic capacitance：Coaxial Disks
|
Electrostatic capacitance,Coaxial Disks,Radius,Permittivity of vacuum,Relative Permittivity of medium
|
|
585
|
Calculation of Relative Permittivity by ClausiusMossotti relation
|
Relative Permittivity,ClausiusMossotti relation,Density of material,Molar mass of material,Permittivity of vacuum,Polarizability of material,Avogadro constant
|
|
586
|
Calculation of Vapor pressure by Clausius-Clapeyron Equation
|
Vapor pressure,Clausius-Clapeyron Equation,Temperature,Latent heat,Boiling point,Gas constant
|
|
587
|
Calculation of Brownian motion by Einstein formula
|
Brownian motion,Einstein formula,Boltzmann constant,Absolute Temperature,Time interval,Viscosity of liquid,Radius of the spherical particles
|
|
588
|
Calculation of Laplace distribution
|
Laplace distribution,Probability density function,Cumulative distribution function,Variance,Location parameter,Scale parameter,dispersion
|
|
589
|
Calculation of Bezier Curve：Four Points
|
Bezier Curve,Four Points
|
|
590
|
Calculation of Brillouin Function
|
Brillouin Function
|
|
591
|
Calculation of Required number of punched hole in resonator type muffler
|
Required number of punched hole,resonator type muffler,Inside diameter of duct,Octave band center frequency,Resonant frequency,Target attenuation value,Diameter of punched hole,Thickness of duct,Sound velocity
|
|
592
|
Calculation of Einstein Functions
|
Einstein Functions
|
|
593
|
Calculation of Planck’’s Radiation Functions
|
Planck’’s Radiation Functions
|
|
594
|
Calculation of Home range size by body size of fish in lake or river
|
Home range size by body size of fish in lake or river
|
|
595
|
Calculation of Quartic function by Ferrari’’s solution
|
Quartic function by Ferrari’’s solution
|
|
596
|
Calculation of Square root of complex number：√(x+iy)
|
Square root of complex number
|
|
597
|
Calculation of Density of Seawater
|
Density of Seawater,Salinity,Temperature of seawater
|
|
598
|
Calculation of Moment and Reaction force of Portal frame：Two hinged support,Vertically concentrated load
|
Moment,Reaction force and displacement of Portal frame,Two hinged support,Vertically concentrated load,Stiffness ratio
|
|
599
|
Calculation of Moment and Reaction force of Portal frame：Two hinged support,Vertically distributed load
|
Moment,Reaction force,Portal frame,Two hinged support,Vertically distributed load,Stiffness ratio
|
|
600
|
Calculation of Moment and Reaction force of Portal frame：Two hinged support,Lateral concentrated load
|
Moment,Reaction force,Portal frame,Two hinged support,Lateral concentrated load,Stiffness ratio
|
|
601
|
Calculation of Moment and Reaction force of Portal frame：Two hinged support,Lateral distributed load
|
Moment,Reaction force,Portal frame,Two hinged support,Lateral distributed load,Stiffness ratio
|
|
602
|
Calculation of End Moment and Reaction force of Portal frame：Two hinged support,Moment load
|
Moment,Reaction force,Portal frame,Two hinged support,Moment,Stiffness ratio
|
|
603
|
Calculation of End Moment and Reaction force of Portal frame：Two hinged support,Moment load on Column
|
Moment,Reaction force,Portal frame,Two hinged support,Moment load on Column,Stiffness ratio
|
|
604
|
Calculation of End Moment and Reaction force of Portal frame：Two hinged support,Moment load on edge of Column
|
Moment,Reaction force,Portal frame,Two hinged support,Moment load on edge of Column,Stiffness ratio
|
|
605
|
Calculation of End Moment and Reaction force of Portal frame：Two hinged support,Uniform temperature increase
|
Moment,Reaction force,Portal frame,Two hinged support,Uniform temperature increase,Stiffness ratio
|
|
606
|
Calculation of End Moment and Reaction force of Portal frame：Two hinged support,Horizontal displacement of support
|
Moment,Reaction force,Portal frame,Two hinged support,Horizontal displacement of support,Stiffness ratio
|
|
607
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Vertically concentrated load
|
Moment,Reaction force,Portal frame,Two Fixed support,Vertically concentrated load,Stiffness ratio
|
|
608
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Vertically distributed load
|
Moment,Reaction force,Portal frame,Two Fixed support,Vertically distributed load,Stiffness ratio
|
|
609
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Lateral concentrated load
|
Moment,Reaction force,Portal frame,Two Fixed support,Lateral concentrated load,Stiffness ratio
|
|
610
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Lateral distributed load
|
Moment,Reaction force,Portal frame,Two Fixed support,Lateral distributed load,Stiffness ratio
|
|
611
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Moment load on Beam
|
Moment,Reaction force,Portal frame,Two Fixed support,Moment load on Beam,Stiffness ratio
|
|
612
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Moment load on Column
|
Moment,Reaction force,Portal frame,Two Fixed support,Moment load on Column,Stiffness ratio
|
|
613
|
Calculation of Prime number theorem：π(x)～x/ln(x)
|
Prime number theorem,π(x)～x/ln(x),Prime-counting function,Natural logarithm
|
|
614
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Moment load on edge of Column
|
Moment,Reaction force,Portal frame,Two Fixed support,Moment load on edge of Column,Stiffness ratio
|
|
615
|
Calculation of Riemann’’s zeta function：ζ(s)
|
Riemann’’s zeta function
|
|
616
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Uniform temperature increase
|
Moment,Reaction force,Portal frame,Two Fixed support,Uniform temperature increase,Stiffness ratio
|
|
617
|
Calculation of End Moment and Reaction force of Portal frame：Two Fixed support,Horizontal and Vertical displacement of support
|
Moment,Reaction force,Portal frame,Two Fixed support,Horizontal and Vertical displacement of support,Stiffness ratio
|
|
618
|
Calculation of End Moment and Reaction force of Box frame：Single box,Vertically distributed load
|
Moment,Reaction force,Box frame,Single box,Vertically distributed load
|
|
619
|
Calculation of End Moment and Reaction force of Box frame：Single box,Lateral distributed load
|
Moment,Reaction force,Box frame,Single box,Lateral distributed load
|
|
620
|
Calculation of Exponential distribution
|
Exponential distribution,Mean,Median,Probability Density Function,Cumulative Distribution Function
|
|
621
|
Calculation of Erlang distribution
|
Erlang distribution,Mean,Probability Density Function,Cumulative Distribution Function
|
|
622
|
Calculation of End Moment and Reaction force of Box frame：Two boxs,Vertically distributed load
|
Moment,Reaction force,Box frame,Two boxs,Vertically distributed load
|
|
623
|
Calculation of Power of Complex number：(x+iy)^(a+ib)
|
Power of Complex number,(x+iy)^(a+ib)
|
|
624
|
Calculation of End Moment and Reaction force of Box frame：Two boxs,Lateral distributed load
|
Moment,Reaction force,Box frame,Two boxs,Lateral distributed load
|
|
625
|
Calculation of Earth pressure increase on underground exterior wall in the case that a concentrated load exists
|
Earth pressure increase,Underground exterior wall,Concentrated load,Poisson’’s ratio of soil
|
|
626
|
Calculation of Earth pressure increase on underground exterior wall in the case that rectangle distributed load exists
|
Earth pressure increase,Underground exterior wall,rectangle distributed load,Poisson’’s ratio of soil
|
|
627
|
Calculation of Lateral resistance of pile foundation subject to bending moments and horizontal force at pile head in the case of β*L＞2.25：Free head pile,Pile head above ground,Homogeneous soil,Elastic Beam
|
Lateral resistance,pile foundation,bending moments,horizontal force,pile head,Free head pile,Pile head above ground,Diameter of pile,Young’’s modules of pile,Second moment of area of pile,Horizontal subgrade reaction coefficient,Homogeneous soil,Elastic Beam
|
|
628
|
Calculation of Predictable of noise level made by operating machine：Single source
|
Predictable of noise level,operating machine,Single source,Average sound absorption coefficient,Power level of sound source machine,Directivity coefficient,Transmission loss of partition：TL
|
|
629
|
Calculation of Predictable of outdoor noise level
|
Predictable of outdoor noise level,Transmission loss,Exterior wall
|
|
630
|
Calculation of Predictable of Noise level(Sound pressure level) inside room：Point Sound Source
|
Predictable,Noise level,Sound pressure level,inside room,Point Sound Source,Sound power level of Source sound,Directivity coefficient：Q
|
|
631
|
Calculation of Predictable of Noise level(Sound pressure level) inside room：Finite Line Sound Source
|
Predictable,Noise level,Sound pressure level,inside room,Finite Line Sound Source,Sound power level of Source sound,Directivity coefficient：Q
|
|
632
|
Calculation of Predictable of Noise level(Sound pressure level) inside room：Plane Sound Source. ※Only the range of plane source
|
Predictable,Noise level,Sound pressure level,inside room,Plane Sound Source,Sound power level of Source sound,Directivity coefficient：Q
|
|
633
|
Calculation of Predictable of Water Quality on the Ocean Area by Joseph-Sendner equation and Nitta equation
|
Joseph-Sendner equation,Nitta equation,Predictable of Water Quality on the Ocean Area,emission source,Angle of diffusion,Concentration of polluted matters,Drainage volume,Thickness of diffusion layer,Diffusion speed
|
|
634
|
Calculation of natural attenuation value of sound wave in air duct：By different section shape
|
Natural attenuation value,sound wave,air duct,different section shape
|
|
635
|
Calculation of attenuation value of sound wave in air duct：By Expansion Cavity Type Muffler
|
attenuation value,sound wave,air duct,Expansion Cavity Type Muffler
|
|
636
|
Calculation of attenuation value of sound wave in air duct：By sound absorbing chamber
|
attenuation value,sound wave,air duct,sound absorbing chamber
|
|
637
|
Calculation of Standing wave ratio(SWR：n), Reflection coefficient(|rp|) and Sound absorption coefficient(α0)
|
Return loss,Standing wave ratio(SWR),Reflection coefficient(|rp|),Sound absorption coefficient(α0)
|
|
638
|
Calculation of Return loss, Reflection coefficient(|rp|) and Sound absorption coefficient(α0)
|
Return loss,Standing wave ratio(SWR),Reflection coefficient(|rp|),Sound absorption coefficient(α0)
|
|
639
|
Calculation of Lateral resistance of pile foundation subject to horizontal force at pile head in the case of β*L＞2.25：Fixed head pile,Pile head above ground,Homogeneous soil,Elastic Beam
|
Lateral resistance,pile foundation,bending moments,horizontal force,pile head,Fixed head pile,Pile head above ground,Diameter of pile,Young’’s modules of pile,Second moment of area of pile,Horizontal subgrade reaction coefficient,Homogeneous soil,Elastic Beam
|
|
640
|
Calculation of probability density function of interparicle distance in a plain
|
Probability density function of interparicle distance in a plain,Density of points
|
|
641
|
Calculation of Lateral resistance of pile foundation subject to horizontal force at pile head in the case of β*L＞2.25：Free head pile,Pile head does not poke through the ground,Homogeneous soil,Elastic Beam
|
Lateral resistance,pile foundation,bending moments,horizontal force,pile head,Free head pile,Pile head does not poke through the ground,Diameter of pile,Young’’s modules of pile,Second moment of area of pile,Horizontal subgrade reaction coefficient,Homogeneous soil,Elastic Beam
|
|
642
|
Calculation of Lateral resistance of pile foundation subject to horizontal force at pile head in the case of β*L＞2.25：Fixed head pile,Pile head does not poke through the ground,Homogeneous soil,Elastic Beam
|
Lateral resistance,pile foundation,bending moments,horizontal force,pile head,Fixed head pile,Pile head does not poke through the ground,Diameter of pile,Young’’s modules of pile,Second moment of area of pile,Horizontal subgrade reaction coefficient,Homogeneous soil,Elastic Beam
|
|
643
|
Calculation of Bearing capacity factors due to Internal friction angle
|
Bearing capacity factors,Internal friction angle,Prandtl’‘s solution,Reissner’‘s solution,Meyerhof’’s approximate solution
|
|
644
|
Calculation of Ultimate Vertical Bearing Capacity
|
Ultimate Vertical Bearing Capacity,Unit weights,Cohesion,Breadth of foundation,Depth of embedded footing,Bearing capacity factors,Internal friction angle,Prandtl’‘s solution,Reissner’‘s solution,Meyerhof’’s approximate solution
|
|
645
|
Calculation of Immediate settlemen due to spread foundation on a layer of finite thickness
|
Immediate settlemen due to spread foundation on a layer of finite thickness,Long side of Foundation,Short side of foundation,Thickness of soil,Average load of foundation,Young’‘s modulus of soil,Poisson’’s ratio of soil
|
|
646
|
Calculation of Vertical stress increment due to concentrated load on the ground
|
Vertical stress increment due to concentrated load on the ground,Vertical concentrated load on the ground,Depth from ground surface to the arbitrary point,Dinstance from load point to the arbitrary point,Horizontal dinstance
|
|
647
|
Calculation of Vertical stress increment due to distributed load on the ground
|
Vertical stress increment due to distributed load on the ground,Vertical distributed load on the ground,Depth from ground surface to the arbitrary point,Dinstance from load point to the arbitrary point,Horizontal dinstance
|
|
648
|
Calculation of Shear wave velocity and Shear stiffness
|
Shear wave velocity,Shear stiffness,Young’‘s modulus of soil,Poisson’’s ratio of soil,Unit weights of soil,Gravity acceleration
|
|
649
|
Calculation of Conversion from Rectangle-duct to Circle-duct with same friction resistance
|
Conversion from Rectangle-duct to Circle-duct with same friction resistance,Long side of rectangle duct,Short side of rectangle duct
|
|
650
|
Calculation of Resistance coefficient(ζ)：Rectangle Duct,90°bend
|
Resistance coefficient(ζ),Rectangle Duct,90°bend ,Curvature radius,Duct width,Duct height
|
|
651
|
Calculation of Resistance coefficient(ζ)：Rectangle Duct,Branch pipe,Direct side
|
Resistance coefficient(ζ),Rectangle Duct,Branch pipe,Direct side
|
|
652
|
Calculation of Resistance coefficient(ζ)：Rectangle Duct,Branch pipe,Branch side
|
Resistance coefficient(ζ),Rectangle Duct,Branch pipe,Branch side
|
|
653
|
Calculation of Estimated Shear Wave Velocity from N-value of soil by Ohta・Maeda equation
|
Estimated Shear Wave Velocity from N-value of soil by Ohta・Maeda equation,Geological time division,Soil division
|
|
654
|
Calculation of Young’’s modulus of soil
|
Young’‘s modulus of soil,Poisson’’s ratio of soil,Density of soil,P-wave velocity
|
|
655
|
Calculation of Poisson’’s ratio of soil
|
Poisson’’s ratio of soil,Density of soil,Equivalent S-wave velocity,P-wave velocity
|
|
656
|
Calculation of Akaike’’s Information Criterion
|
Akaike’’s Information Criterion,Maximized value of the likelihood function,Number of parameters
|
|
657
|
Calculation of Gompertz distribution
|
Gompertz distribution,probability distribution function,cumulative distribution function,survival function,hazard function
|
|
658
|
Calculation of Dagum distribution system：TypeⅠ
|
Dagum distribution system,TypeⅠ,probability distribution function,cumulative distribution function,survival function,hazard function
|
|
659
|
Calculation of Dagum distribution system：TypeⅡ
|
Dagum distribution system,TypeⅡ,probability distribution function,cumulative distribution function,survival function,hazard function
|
|
660
|
Calculation of Wind speed distribution by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Wind speed distribution, Gamma function, Weibull probability density function
|
|
661
|
Calculation of Wind power density：WPD by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Wind power density WPD,Wind speed distribution, Gamma function, Weibull probability density function
|
|
662
|
Calculation of Reaction turbine runner size by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Reaction turbine runner size,francis, kaplan and propellor turbines,runner throat diameter,design flow
|
|
663
|
Calculation of Specific speed of francis, kaplan and propellor turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Specific speed,francis, kaplan and propellor turbines,Rated head on turbine
|
|
664
|
Calculation of Specific speed adjustment to peak efficiency of Francis turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Specific speed adjustment to peak efficiency,francis turbines,specific speed based on flow
|
|
665
|
Calculation of Runner size adjustment to peak efficiency of Francis turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Runner size adjustment to peak efficiency,francis turbines,specific speed based on flow, Runner throat diameter
|
|
666
|
Calculation of Turbine peak efficiency of Francis turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Turbine peak efficiency,Runner size adjustment to peak efficiency,francis turbines,specific speed based on flow, Runner throat diameter,turbine manufacture/design coeffi cient
|
|
667
|
Calculation of Peak efficiency flow of Francis turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Peak efficiency flow,Turbine peak efficiency,Runner size adjustment to peak efficiency,francis turbines,specific speed based on flow, Runner throat diameter,turbine manufacture/design coeffi cient
|
|
668
|
Calculation of Efficiencies at flows below peak efficiency flow of Francis turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Efficiencies at flows below peak efficiency flow,Peak efficiency flow,Turbine peak efficiency,Runner size adjustment to peak efficiency,francis turbines,specific speed based on flow, Runner throat diameter,turbine manufacture/design coeffi cient
|
|
669
|
Calculation of Drop in efficiency at full load and Efficiency at full load of Francis turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Drop in efficiency at full load and Efficiency at full load,Efficiencies at flows below peak efficiency flow,Peak efficiency flow,Turbine peak efficiency,Runner size adjustment to peak efficiency,francis turbines,specific speed based on flow, Runner throat diameter,turbine manufacture/design coeffi cient
|
|
670
|
Calculation of Efficiencies at flows above peak efficiency flow of Francis turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Efficiencies at flows above peak efficiency flow, Drop in efficiency at full load and Efficiency at full load,Efficiencies at flows below peak efficiency flow,Peak efficiency flow,Turbine peak efficiency,Runner size adjustment to peak efficiency,francis turbines,specific speed based on flow, Runner throat diameter,turbine manufacture/design coeffi cient
|
|
671
|
Calculation of Specific speed of hydraulic turbines by JIS B0119：2009
|
Specific speed, Hydraulic turbines, Gross head, Reference output, Rotation speed
|
|
672
|
Calculation of Ohsaki’’s Spectrum(1994)
|
Ohsaki’’s Spectrum, Magnitude, Epicentral distance, Damping factor, Control Point, Response Velocity
|
|
673
|
Calculation of Max velocity at base layer furface by Modified KANAI’’s Equation
|
Modified KANAI’’s Equation, Magnitude, Epicentral distance, Max velocity at base layer furface,Focal depth,Hypocenter Distance
|
|
674
|
Calculation of Envelope Function
|
Envelope Function, Magnitude
|
|
675
|
Calculation of Specific speed adjustment to peak efficiency of Kaplan and Propellor turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Specific speed adjustment, peak efficiency, Kaplan turbines, Propellor turbines
|
|
676
|
Calculation of Runner size adjustment to peak efficiency of Kaplan and Propellor turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Runner size adjustment,Specific speed adjustment, peak efficiency, Kaplan turbines, Propellor turbines
|
|
677
|
Calculation of Turbine peak efficiency of Kaplan and Propellor turbines by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Turbine peak efficiency,Runner size adjustment,Specific speed adjustment, peak efficiency, Kaplan turbines, Propellor turbines
|
|
678
|
Calculation of Financial Analysis Model(Debt payments) by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Financial Analysis Model,Debt payments,Total initial cost of the project,Debt ratio,Effective annual debt interest rate,Debt term,Yearly debt payment,Total debt payment
|
|
679
|
Calculation of Financial Analysis Model(Pre-tax cash flows：Cash outflows) by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Pre-tax cash flows,Cash outflows,Financial Analysis Model,Debt payments,Total initial cost of the project,Debt ratio,Effective annual debt interest rate,Debt term,Yearly debt payment,Total debt payment
|
|
680
|
Calculation of Financial Analysis Model(Pre-tax cash flows：Cash inflows) by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Pre-tax cash flows,Cash inflows,Financial Analysis Model,Incentives and grants,Annual energy savings or income,Annual capacity savings or income,Annual renewable energy (RE) production credit income,GHG reduction income,Inflation rate,Energy cost escalation rate,RE credit escalation rate,GHG credit escalation rate
|
|
681
|
Calculation of Financial Analysis Model(Pre-tax cash flows) by RETSCREENR ENGINEERING & CASES TEXTBOOK
|
Pre-tax cash flows,Cash outflows,Financial Analysis Model,Debt payments,Total initial cost of the project,Debt ratio,Effective annual debt interest rate,Debt term,Yearly debt payment,Total debt payment,Cash inflows,Cash outflows,Financial Analysis Model,Incentives and grants,Annual energy savings or income,Annual capacity savings or income,Annual renewable energy (RE) production credit income,GHG reduction income,Inflation rate,Energy cost escalation rate,RE credit escalation rate,GHG credit escalation rate
|
|
682
|
Calculation of Artificial Earthquake Motion by Ohsaki’’s Spectrum(1994)
|
Artificial Earthquake Motion,Ohsaki’‘s Spectrum, Magnitude, Epicentral distance, Damping factor, Control Point, Response Velocity,Max velocity at base layer furface,Effctive duration,Modified KANAI’’s Equation, Magnitude, Epicentral distance, Max velocity at base layer furface,Focal depth,Hypocenter Distance,Envelope Function, Maximum acceleration,Maximum velocity
|
|
683
|
Half-life time table of Radionuclides
|
Half-life time, Radionuclides
|
|
684
|
Calculation of Reduction of Live Loads for floor by Building Code of Pakistan
|
Building Code of Pakistan,Reduction of Live Loads,Area of floor supported by the member,Rate of reduction
|
|
685
|
Calculation of Reduction of Live Loads for roof by Building Code of Pakistan
|
Building Code of Pakistan,Reduction of Live Loads,Area of roof supported by the member,Rate of reduction
|
|
686
|
Calculation of Alternate Floor Live Load Reduction by Building Code of Pakistan
|
Building Code of Pakistan,Alternate Floor Live Load Reduction,Reduced design live load,Influence area
|
|
687
|
Calculation of Snow load reduction by Building Code of Pakistan
|
Building Code of Pakistan,snow load reduction,total snow load
|
|
688
|
Calculation of Filter Characteristics for computing Instrumental Seismic Intensity
|
Filter Characteristics for computing Instrumental Seismic Intensity,Frequency of seismic movement,Period Effect,High cut,Low cut
|
|
689
|
Calculation of Relationship between amount of energy that is radiated by an earthquake and magnitude
|
Relationship between amount of energy that is radiated by an earthquake and magnitude.
|
|
690
|
Calculation of Reliability/Redundancy Factor by Building Code of Pakistan
|
Building Code of Pakistan,Reliability/Redundancy Factor,Maximum element-storey shear ratio,Ground floor area of structure
|
|
691
|
Calculation of Total design base shear for building except in the cases of Undefined structural systems or Soil requiring Site-specific Evaluation by Building Code of Pakistan
|
Building Code of Pakistan,Total design base shear for building except Undefined structural systems
|
|
692
|
Calculation of Tension of Overhead Power Line
|
Tension of Overhead Power Line,overhead line support,Unit weighet of Power Line,Distance between overhead line supports,Cross section of Power Line,Elastic Modulus of Power Line,Slack of Power Line,Linear expansion coefficient of Power Line
|
|
693
|
Calculation of Slack of Overhead Power Line
|
Tension of Overhead Power Line,overhead line support,Unit weighet of Power Line,Distance between overhead line supports,Cross section of Power Line,Elastic Modulus of Power Line,Slack of Power Line,Linear expansion coefficient of Power Line
|
|
694
|
Calculation of Length of Hanger
|
Length of hanger,Tension of Overhead Power Line,overhead line support,Unit weighet of Power Line,Distance between overhead line supports,Cross section of Power Line,Elastic Modulus of Power Line,Slack of Power Line,Linear expansion coefficient of Power Line
|
|
695
|
Calculation of Efficiency of Three Phase Induction Motor
|
Efficiency of Three Phase Induction Motor,Frequency of Motor,Pole of Motor,Rotating velocity,Torque,Primary Copper Loss,Iron Loss
|
|
696
|
Calculation of Number of photon emitted from luminous element
|
Number of photon emitted from luminous element,Power of luminous element,Wavelength of emitted luminosity,Planck’’s constant,Speed of light,Time
|
|
697
|
Calculation of Gravity
|
Gravity,Radius of celestial body,Mass of celestial body,Mass of object on the surface,Gravitational constant
|
|
698
|
Calculation of Maximum Recoil Energy in completely-elastic collision
|
Maximum Recoil Energy,Kinetic energy,Mass ratio,completely-elastic collision
|
|
699
|
Calculation of Average velocity(root mean square velocity) of molecule
|
Average velocity of molecule,Temperature of air,Molecular weight of object,Gas constant
|
|
700
|
Calculation of locus of electron in electrical field
|
locus of electron in electrical field,Charge of electron,Mass of electron,Velocity of electron,Voltage
|
|
701
|
Calculation of Velocity and Mass of moving electron
|
Velocity and Mass of moving electron,Mass of electron,Voltage for electron acceleration,Speed of light
|
|
702
|
Calculation of Minimum wavelength by DuaneHunt law
|
Velocity and Mass of moving electron,Mass of electron,Voltage for electron acceleration,Speed of light
|
|
703
|
Calculation of Bragg’’s law
|
Bragg’’s law,Angle between the incident ray and the scattering planes,Spacing between the planes in the atomic lattice,Order,Wavelength of incident wave
|
|
704
|
Calculation of Transformation efficiency of X-ray
|
Constant,Atomic number of anode,X-ray tube voltage
|
|
705
|
Calculation of Transmittance of X-ray
|
Transmittance of X-ray,X-ray linear absorption coefficient,Thickness of absorber
|
|
706
|
Calculation of Altitude Correction Coefficient for mean wind speed by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Altitude Correction Coefficient for mean wind speed,Hub height
|
|
707
|
Calculation of Turbulence intensity at hub height on flat topography by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Turbulence intensity at hub height on flat topography
|
|
708
|
Calculation of Yearly average wind speed occurrence rate by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Yearly average wind speed occurrence rate
|
|
709
|
Calculation of Yearly average wind speed occurrence rate under Rayleigh distribution by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Yearly average wind speed occurrence rate,Rayleigh distribution
|
|
710
|
Calculation of Turbulence intensity of along wind for fatigue load and extreme wind load calculation by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Turbulence intensity of along wind for fatigue load and extreme wind load calculation
|
|
711
|
Average drag coefficient and Average lift coefficient of blade by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Average drag coefficient,Average lift coefficient,blade,Blade thickness ratio
|
|
712
|
Average drag coefficient and Average lift coefficient of Rectangle nacelle by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Average drag coefficient,Average lift coefficient,Rectangle nacelle
|
|
713
|
Average drag coefficient and Average lift coefficient of Spherical nacelle by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Average drag coefficient,Average liftft coefficient,Spherical nacelle
|
|
714
|
Calculation of Projected area of Rectangle nacelle by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Projected area of Rectangle nacelle
|
|
715
|
Calculation of Acceleration response spectra of horizontal and vertical components of seismic motion on engineering bedrock by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Acceleration response spectra of horizontal and vertical components of seismic motion on engineering bedrock,Basic maximum acceleration,Period
|
|
716
|
Calculation of Shear wave velocity of Surface Soil by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Shear wave velocity of Surface Soil,N-value,Depth,Alluvium,Diluvium,Clay,Fine sand,Medium sand,Coarse sand,Sand gravel,Gravel,geological time division,geological soil division
|
|
717
|
Calculation of Damping coefficient of Surface Soil by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Damping coefficient of Surface Soil,Shear strain,Basic ahear strain,Maximum damping coefficient
|
|
718
|
Calculation of Initial modulus of rigidity by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Initial modulus of rigidity,Unit weight of soil,Gravitational acceleration,Shear wave velocity of Surface Soil,N-value,Depth,Alluvium,Diluvium,Clay,Fine sand,Medium sand,Coarse sand,Sand gravel,Gravel,geological time division,geological soil division
|
|
719
|
Calculation of Young’’s module of soil by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Young’‘s module of soil,Poisson’’s ratio：ν,Density：ρ(kg/m^3),P wave velocity：Vp(m/s)
|
|
720
|
Calculation of Poisson’’s ratio of soil by 『Guidelines for Design of Wind Turbine Support Structures and Foundation December 2010』
|
Poisson’’s ratio：ν,Equivalent S wave velocity：Vse(m/s),S wave velocity：Vs(m/s),P wave velocity：Vp(m/s)
|
|
721
|
Calculation of Fixed end moment of the Floor Beam
|
Fixed end moment of the Floor Beam, Load
|
|
722
|
Calculation of Bending moment in the center of the Floor Beam：Simple beam
|
Bending moment in the center of the Floor Beam：Simple beam, Load
|
|
723
|
Calculation of Shear force of the Floor Beam：Simple beam
|
Shear force of the Floor Beam：Simple beam, Load
|
|
724
|
Calculation of Fixed end moment of the Floor Beam
|
Fixed end moment of the Floor Beam, Load
|
|
725
|
Calculation of Bending moment in the center of the Floor Beam：Simple beam
|
Bending moment in the center of the Floor Beam：Simple beam, Load
|
|
726
|
Calculation of Shear force of the Floor Beam：Simple beam
|
Shear force of the Floor Beam：Simple beam, Load
|
|
727
|
Calculation of Fixed end moment of the Floor Beam
|
Fixed end moment of the Floor Beam, Load
|
|
728
|
Calculation of Bending moment in the center of the Floor Beam：Simple beam
|
Bending moment in the center of the Floor Beam：Simple beam, Load
|
|
729
|
Calculation of Shear force of the Floor Beam：Simple beam
|
Shear force of the Floor Beam：Simple beam, Load
|