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<math> Z = (COS(α max)H + COS(α min)) / 2 </math>
 
<math> Z = (COS(α max)H + COS(α min)) / 2 </math>
  
where H is the horizontal length of the panel. For this example, Y, which is the pervious length between panels, is shown for a situation where the panel is rotated. Y can vary depending on the angle of panel rotation, so for simplicity of calculations Y should be based on the average value of Z.
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where H is the horizontal length of the panel. Y, which is the pervious length between panels, can vary depending on the angle of panel rotation, so for simplicity of calculations Y should be based on the average value of Z.

Revision as of 13:12, 24 March 2016

Rain falls on the solar panel and runs off to the edge of the panel, where it falls vertically at the dripline to the ground below. From there this water can infiltrate or move along the ground surface toward the next panel. The area beneath the panel and between panels consists of pervious soil with well-maintained vegetation. Water falling from a panel can therefore infiltrate from the dripline until it encounters the next dripline, where additional water is supplied from the next panel. Panels can be rotated from the horizontal position. α measures the angle of rotation from the horizontal position. Because the panel rotates, the length Z, which represents the horizontal distance beneath a panel, varies. The average value for Z is given by

\( Z = (COS(α max)H + COS(α min)) / 2 \)

where H is the horizontal length of the panel. Y, which is the pervious length between panels, can vary depending on the angle of panel rotation, so for simplicity of calculations Y should be based on the average value of Z.

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