Let c() = A, cos(27 f,) and m() = cos(2n f„p). Itis givnthat f, »5fm. The signal c(t) +m(t) is appied to te input of a non-linear device, whose output v,(?) is related to the input V,() as v,(1) = av,(1) +bv (1), where a and b are positive constants. The output of the non-linear device is passed through an ideal band-pass filter with center frequency fe and bandwidth 3fm, to produce an amplitude modulated (AM) wave. If it is desired to have the sideband power of the AM wave to be half of the carrier power, then albis

Introductory Circuit Analysis (13th Edition)
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ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Let c(t) = A_ cos(2n f)and m() = cos(2r f„f). It is giventhat f, »5f„. The signal
c(t) +m(t) is applied to the input of a non-linear device, whose output v, (7) is related to
the input V,() as v,(1) = av,;(1) +bv (1), where a and b are positive constants. The
output of the non-linear device is passed through an ideal band-pass filter with center
frequency fe and bandwidth 3fm, to produce an amplitude modulated (AM) wave. If it is
desired to have the sideband power of the AM wave to be half of the carrier power, then
alb is
Transcribed Image Text:Let c(t) = A_ cos(2n f)and m() = cos(2r f„f). It is giventhat f, »5f„. The signal c(t) +m(t) is applied to the input of a non-linear device, whose output v, (7) is related to the input V,() as v,(1) = av,;(1) +bv (1), where a and b are positive constants. The output of the non-linear device is passed through an ideal band-pass filter with center frequency fe and bandwidth 3fm, to produce an amplitude modulated (AM) wave. If it is desired to have the sideband power of the AM wave to be half of the carrier power, then alb is
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