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Chirp signal transform and its properties
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نویسنده
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horai m. ,kobayashi h. ,nitta t.g.
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منبع
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journal of applied mathematics - 2014 - دوره : 2014 - شماره : 0
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چکیده
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The chirp signal exp (i π (x - y)2) is a typical example of cazac (constant amplitude zero autocorrelation) sequence. using the chirp signals,the chirp z transform and the chirp-fourier transform were defined in order to calculate the discrete fourier transform. we define a transform directly from the chirp signals for an even or odd number n and the continuous version. we study the fundamental properties of the transform and how it can be applied to recursion problems and differential equations. furthermore,when n is not prime and n = m l,we define a transform skipped l and develop the theory for it. © 2014 mio horai et al.
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آدرس
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department of electrical and electronic engineering,graduate school of engineering,mie university,kurimamachiyamachi, Japan, department of electrical and electronic engineering,graduate school of engineering,mie university,kurimamachiyamachi, Japan, department of mathematics,faculty of education,mie university,kurimamachiyamachi, Japan
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Authors
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