Introduction to Infrared and Electro-Optical Systems (Artech by Ronald G. Driggers

By Ronald G. Driggers

Presents a whole advent to infrared & electro-optical imaging structures. encompasses a powerful emphasis at the research & layout of those structures. DLC: Electrooptics.

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By Ronald G. Driggers

Presents a whole advent to infrared & electro-optical imaging structures. encompasses a powerful emphasis at the research & layout of those structures. DLC: Electrooptics.

Show description

Read or Download Introduction to Infrared and Electro-Optical Systems (Artech House Optoelectronics Library) PDF

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Extra resources for Introduction to Infrared and Electro-Optical Systems (Artech House Optoelectronics Library)

Example text

When transformations are required), whereas representation in a different way may provide a straightforward evaluation. Another worthwhile exercise is to ;"epresent the tri{x) function with a number of ramp{x) functions. JJ}ction, is one of considerable discussion. It is used widely by both engineers and mathematicians. The impulse function can be described by its ~ttributes of infinite height, Z~Jo_\Yidth)JU1dan-_area_o[l\. 2 could b-~m;dified with the use of a reet or tri function instead of the Galls function given.

That is, each one of the properties can be ~ppIied 'to- not only , the forward transform, but also to the inverse transform. These properties are also applicable to the polar two-dimensional functions, where the similarity theorem is modified to conserve energy and the shifting theorem --is, held ill ,Cartesian cbordinates. 3 lists a summary of the Fourier transform properties. r :i . 3 has a corresponding Foyrier transfol111. The function and its corresponding Fourier transform are called a transform pair.

9 Find the Fourier transfonn of the following functions: a)j{x}= Ixl b )J{x) . T l . , .. ~ 38 Introduction to Infrared and Ele~tro-Optical Systems '" REFERENCES [I] L L ,L ! ~ IL IL IL It I" 1I " : f \~ .. ; . ~ 1 I I I I l [ .. . Goodman, J. , Introduction to Fourier Optics, San Francisco: McGraw-Hili, 1968. [2]· Gaskill, 1. , Linear Systems, Fourier Transforms, and Optics, New York: Wiley, 1978. , and J. 'Kemmery, Engineering Circuit Analysis, New York: McGraw-Hili, p. 285, 1978. [4] Saff, E.

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