2019
DOI: 10.1016/j.solmat.2019.01.008
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Acceptance criteria for accelerated aging testing of silvered-glass mirrors for concentrated solar power technologies

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Cited by 8 publications
(6 citation statements)
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“…Before for h1 and h3 are calculated the values of d1 and d3. Then, it is possible to determine an effective distance of shade considering the projection angle of the sun, as shown in Equation (14) (Figure 11), d´´´= d ⋅ sin H = W cos α tg h ⋅ sin H (14) where the distance between the pylon can be obtained depending on the dimension's collector, the angle from the vertical of the collector, the solar hour angle, and height, as shown in the following Equation (16). In short, the distance depends the dimensions of the collector and the location of the solar field.…”
Section: The Extent Of the Shadementioning
confidence: 99%
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“…Before for h1 and h3 are calculated the values of d1 and d3. Then, it is possible to determine an effective distance of shade considering the projection angle of the sun, as shown in Equation (14) (Figure 11), d´´´= d ⋅ sin H = W cos α tg h ⋅ sin H (14) where the distance between the pylon can be obtained depending on the dimension's collector, the angle from the vertical of the collector, the solar hour angle, and height, as shown in the following Equation (16). In short, the distance depends the dimensions of the collector and the location of the solar field.…”
Section: The Extent Of the Shadementioning
confidence: 99%
“…where the distance between the pylon can be obtained depending on the dimension's collector, the angle from the vertical of the collector, the solar hour angle, and height, as shown in the following Equation (16). In short, the distance depends the dimensions of the collector and the location of the solar field.…”
Section: Distance Between the Pylon = D´´´+ D´= W Cos α ⋅ Sin H Tg H mentioning
confidence: 99%
See 3 more Smart Citations