3.14 Consider the system shown in Figure 3.35. Assume that the average value of m(t) is zero and that the maxi- mum value of |m(t)| is M. Also assume that the square-law device is defined by y(t) = 4x(t) + 2x²(t).

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3.14 Consider the system shown in Figure 3.35. Assume
that the average value of m(t) is zero and that the maxi-
mum value of |m(t)| is M . Also assume that the square-law
device is defined by y(t) = 4x(1) + 2x²(t).
(a) Write the equation for y(t).
(b) Describe the filter that yields an AM signal for
g(t). Give the necessary filter type and the fre-
quencies of interest.
(c) What value of M yields a modulation index of
0.1?
(d) What is an advantage of this method of modula-
tion?
Transcribed Image Text:3.14 Consider the system shown in Figure 3.35. Assume that the average value of m(t) is zero and that the maxi- mum value of |m(t)| is M . Also assume that the square-law device is defined by y(t) = 4x(1) + 2x²(t). (a) Write the equation for y(t). (b) Describe the filter that yields an AM signal for g(t). Give the necessary filter type and the fre- quencies of interest. (c) What value of M yields a modulation index of 0.1? (d) What is an advantage of this method of modula- tion?
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