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Feb 21st, 2018
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  1. temp1733[n_, lat_] =
  2. -27501.974166279517*a[2]*
  3. ArcCos[-0.014543897651582656*Sec[lat]*
  4. Sec[0.005782961777094692 - 0.4001419318234436*Cos[0.017167172970436028*n] -
  5. 0.0060922154967620835*Cos[0.034334345940872056*n] -
  6. 0.002387468786938206*Cos[0.05150151891130809*n] +
  7. 0.0711242550022214*Sin[0.017167172970436028*n] +
  8. 0.0005863132618294766*Sin[0.034334345940872056*n] +
  9. 0.0013462049383894524*Sin[0.05150151891130809*n]] -
  10. 1.*Tan[lat]*Tan[0.005782961777094692 - 0.4001419318234436*
  11. Cos[0.017167172970436028*n] - 0.0060922154967620835*
  12. Cos[0.034334345940872056*n] - 0.002387468786938206*
  13. Cos[0.05150151891130809*n] + 0.0711242550022214*
  14. Sin[0.017167172970436028*n] + 0.0005863132618294766*
  15. Sin[0.034334345940872056*n] + 0.0013462049383894524*
  16. Sin[0.05150151891130809*n]]]*Cos[(2*n*Pi)/183]
  17.  
  18. temp1734 = Integrate[temp1733[n,lat], {n, 0.5, 366.5}, {lat,
  19. -60*Degree, 60*Degree}]
  20.  
  21. a[2]*NIntegrate[temp1733[n,lat]/a[2], {n, 0.5, 366.5}, {lat,
  22. -60*Degree, 60*Degree}]
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