Assume a digital communication system with the following specifications: the channel Poe=0.05, and (n, k) block coding withn=24 and k-bit in every message, and the block code can correct maximum of 3 bits in every received codeword. Find the following: (a) The number of data message bits (k) in every transmitted codeword. (b) The probability to receive the codeword (frame) with no errors when it passes through this channel.Pf=(1-Pbe)m (c) The value of (Eb/No) of the channel. NOTE: when evaluating the channel assume uncoded system.
Assume a digital communication system with the following specifications: the channel Poe=0.05, and (n, k) block coding withn=24 and k-bit in every message, and the block code can correct maximum of 3 bits in every received codeword. Find the following: (a) The number of data message bits (k) in every transmitted codeword. (b) The probability to receive the codeword (frame) with no errors when it passes through this channel.Pf=(1-Pbe)m (c) The value of (Eb/No) of the channel. NOTE: when evaluating the channel assume uncoded system.
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Author:Robert L. Boylestad
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Assume a digital communication system with the following specifications: the channel Poe=0.05, and (n, k) block coding withn=24 and k-bit in every message, and the block code can correct maximum of 3 bits in every received codeword.
Find the following:
(a) The number of data message bits (k) in every transmitted codeword.
(b) The probability to receive the codeword (frame) with no errors when it passes through this channel.Pf=(1-Pbe)m
(c) The value of (Eb/No) of the channel. NOTE: when evaluating the channel assume uncoded system.
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