2014Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIERequires access

Observations on the formulation of paraxial and Gaussian optics

John E. Greivenkamp

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Abstract

A reformulation of the paraxial raytrace equation provides a better understanding of the key concepts of basic image formation. The paraxial refraction equation is shown to be a bridge between paraxial optics and Gaussian optics that defines the power of an optical system.

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What this paper is about

A reformulation of the paraxial raytrace equation provides a better understanding of the key concepts of basic image formation. The paraxial refraction equation is shown to be a bridge between paraxial optics and Gaussian optics that defines the power of an optical system.

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Available abstract

A reformulation of the paraxial raytrace equation provides a better understanding of the key concepts of basic image formation. The paraxial refraction equation is shown to be a bridge between paraxial optics and Gaussian optics that defines the power of an optical system.

Key concepts: Paraxial approximation, Gaussian optics, Geometrical optics, Optics, Physical optics, Physics, Gaussian, Refraction

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