Assume that a zero mean message signal m(t) has a Gaussian pdf and that in normalizing the message signal to form m n (t), the maximum value of m(t) is assumed to be k m , where k is a parameter and m is the standard deviation of the message signal Plot (SNR) D as a function of P T N 0 W with 0 5 and k 1, 3, and 5 What do you conclude

Question: Assume that a zero-mean message signal m(t) has a Gaussian pdf and that in normalizing the message signal to form m n (t), the maximum

Assume that a zero-mean message signal m(t) has a Gaussian pdf and that in normalizing the message signal to form m_n(t), the maximum value of m(t) is assumed to be kσ_m, where k is a parameter and σ_m is the standard deviation of the message signal. Plot (SNR)_D as a function of P_T/N₀W with α = 0.5 and k = 1, 3, and 5. What do you conclude?

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