Difference between revisions of "A Focusing Property of the Ellipse"

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==Abstract==
 
==Abstract==
  
In this article, which first appeared in the <em>American Mathematical Monthly</em>, Frantz uses mathematics to establish and quantify a focusing property of ellipses. Potential areas of application include solar energy collection, laser technology (and possibly longitudinal wave amplification). Some experimenters may find the math tedious; however, others will appreciate the detailed proof. The italicized paragraph (page 27) and summary (page 28) may suffice for experimenters wanting to know the practical significance.[[Category:Scientific Paper]]
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In this article, which first appeared in the <em>American Mathematical Monthly</em>, Frantz uses mathematics to establish and quantify a focusing property of ellipses. Potential areas of application include solar energy collection, laser technology (and possibly longitudinal wave amplification). Some experimenters may find the math tedious; however, others will appreciate the detailed proof. The italicized paragraph (page 27) and summary (page 28) may suffice for experimenters wanting to know the practical significance.
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[[Category:Scientific Paper|focusing property ellipse]]

Latest revision as of 09:55, 1 January 2017

Scientific Paper
Title A Focusing Property of the Ellipse
Author(s) Marc Frantz
Keywords amplification, ellipse, focusing, parallel rays, reflection
Published 1994
Journal Electric Spacecraft Journal
Number 12
Pages 25-28

Abstract

In this article, which first appeared in the American Mathematical Monthly, Frantz uses mathematics to establish and quantify a focusing property of ellipses. Potential areas of application include solar energy collection, laser technology (and possibly longitudinal wave amplification). Some experimenters may find the math tedious; however, others will appreciate the detailed proof. The italicized paragraph (page 27) and summary (page 28) may suffice for experimenters wanting to know the practical significance.