3.[%620] Consider a digitally modulated signal with pulse shaping p(t)-sinc(Ft), where sinc(x)=) The transmitted wavefor

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3.[%620] Consider a digitally modulated signal with pulse shaping p(t)-sinc(Ft), where sinc(x)=) The transmitted wavefor

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3 620 Consider A Digitally Modulated Signal With Pulse Shaping P T Sinc Ft Where Sinc X The Transmitted Wavefor 1
3 620 Consider A Digitally Modulated Signal With Pulse Shaping P T Sinc Ft Where Sinc X The Transmitted Wavefor 1 (14.38 KiB) Viewed 52 times
3.[%20] Consider a digitally modulated signal with pulse shaping
p(t)=sinc(Ft), where sinc(x)=sin(πx)πx . The
transmitted waveform is a0p(t), and symbol a0
belongs to a BPSK constellation with intersymbol spacing d. The
noise at the receiver is additive white Gaussian with
autocorrelation N02δt . At the receiver,
the signal is passed through the optimal filter followed by
sampling at T. What is the resulting probability of error?
3.[%620] Consider a digitally modulated signal with pulse shaping p(t)-sinc(Ft), where sinc(x)=) The transmitted waveform is ap(t), and symbol as belongs to a BPSK constellation with intersymbol spacing d. The noise at the receiver is additive white Gaussian with autocorrelation 8(t). At the receiver, the signal is passed through the optimal filter followed by sampling at T. What is the resulting probability of error?
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