jc.int Posted January 7, 2012 Share Posted January 7, 2012 hello, I'd like to know how does the solar radiation received on a flat surface vary if we change the angle of it. To simplify, if I've got a board of 1*1meters (at 0º -parallel to the ground-) and it is receiving 1Kw/h, the sun being at 90º, how will it received if I turn it 10º? Thank you Jaime Link to comment Share on other sites More sharing options...
John Cuthber Posted January 7, 2012 Share Posted January 7, 2012 You move it so the sun hits it at 80 degrees rather than 90. Sin(80º) is 0.9848 It will receive roughly 985W. There is another factor- more of the light will be reflected from the steeply sloping surface so the efficiency drops more rapidly than the simple geometry would suggest. That factor depends on the material from which the cell is made etc- it's rather difficult to calculate. If I were you, I would ask the manufacturer how the angle affects the energy output. Link to comment Share on other sites More sharing options...
jc.int Posted January 8, 2012 Author Share Posted January 8, 2012 (edited) Thank you for your reply, can you explain me why do you use the sine of the angle? Jaime Edited January 8, 2012 by jc.int Link to comment Share on other sites More sharing options...
swansont Posted January 8, 2012 Share Posted January 8, 2012 Thank you for your reply, can you explain me why do you use the sine of the angle? Jaime It's the projection of the area onto the perpendicular surface. Draw the triangle and you can see it's the sine. Link to comment Share on other sites More sharing options...
jc.int Posted January 9, 2012 Author Share Posted January 9, 2012 (edited) In this case, wouldn'y it be the cosine? If you look at this graph, where [bC] is the board, it seems that the projection of the area onto the perpendicular surface is the cosine,isn't it? Edited January 9, 2012 by jc.int Link to comment Share on other sites More sharing options...
swansont Posted January 9, 2012 Share Posted January 9, 2012 I can't view the image, but it would probably be the other angle, since sin(80) = cos(10). John used the large angle, and I'm guessing you are looking at the small angle. Link to comment Share on other sites More sharing options...
jc.int Posted January 9, 2012 Author Share Posted January 9, 2012 ok, I've understood the answer. Thank you very much for your help, Jaime Link to comment Share on other sites More sharing options...
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