Where
- \(\textrm{Month} = \textrm{April}\quad
\textrm{and}\quad \textrm{Day number of year(n)}=105\)
- \(\textrm{Solar
Constant},G_{sc}(\textrm{W/m}^2)=1367\)
- \(\textrm{Latitude},\phi(°)=43\)
- \(\textrm{Declination of
Sun},\delta(°)=9.64\)
- \(\textrm{Solar Hour Angle at Sunset},
\omega_s(°)=99.1\)
So, \(H_0(\textrm{MJ/m}^2)\) must
be
t1 <- 24 * 3600 * 1367/pi * (1 + 0.033 * cos(2 * pi * 105/365))
t2 <- cos(43 * pi/180) * cos(9.64 * pi/180) * sin(99.1 * pi/180) + 99.1 * pi/180 * sin(43 * pi/180) * sin(9.64 * pi/180)
t1
t2
t1 * t2 * 10^-6
[1] 37304279
[1] 0.9094837
[1] 33.92763
- But the displayed calculation result is \(26.55746(\textrm{MJ/m}^2)\).
- There are calculation errors in the page.
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