Secondary reflectors for solar collectors and methods of making the same
AssigneeAlliance for Sustainable Energy, LLC
InventorGuangdong Zhu
Life of this patent
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Abstract
The present disclosure relates to a device that includes a reflecting surface having a length aligned along a first axis (z), where a cross-section of the reflecting surface in a plane perpendicular to the first axis (z) forms a curve comprising a concave section positioned between a first endpoint and a second endpoint, at least a portion of the concave section is accurately approximated by a polynomial equation, an aperture is formed by a straight line connecting the first endpoint to the second endpoint, and the concave section is configured to focus a plurality of beams of light passing through the aperture onto a focal point.
Claims13
A device comprising:
- a reflecting surface for a concentrating solar system using a tracking system, the reflector surface having a length aligned along a first axis (z), wherein:
- a cross-section of the reflecting surface in a plane perpendicular to the first axis (z) forms a curve comprising a concave section positioned between a first endpoint and a second endpoint,
- at least a portion of the concave section is accurately approximated by a polynomial equation,
- the concave section is configured to focus a plurality of beams of light onto a focal point,
- the plane contains a second axis (x) that is perpendicular to the first axis (z) and a third axis (y) that is perpendicular to the second axis (x),
- the third axis (y) intersects the second axis (x) to form a dimensionless xy-coordinate system having an origin of (0, 0) at the intersection,
- the concave section is positioned in the dimensionless xy-coordinate system,
- the concave section comprises a first portion that starts at the first endpoint positioned at (1, 0) and terminates at an intermediate point at (0, D),
- D is a dimensionless number between 0.55 and 0.93, inclusively,
- the polynomial equation is a third-order polynomial equation defined as
- y=a′x3+b′x2+c′x+D
- a′ is between −0.15 and −0.09, inclusively,
- b′ is between −0.45 and −0.07, inclusively,
- c′ is between 0.10 and 0.24, inclusively, and
- a′, b′, and c′ are all dimensionless numbers.
Dependencies are inferred from the claim text.