Determine the power density spectrum of the output noise

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Reference no: EM131138000

Consider the parallel form flow graph shown in Figure P6.48

(a) Assume that the system is implemented with two's-complement fixed-point arithmetic, and that all products (multiplications by 1 do not introduce noise) are immediately rounded (before any additions are done). Insert round-off noise sources at appropriate locations in the flow graph to model the rounding error. Indicate the size (average power) of each noise source in terms of σ_2B, the average power of one (B + 1)-bit rounding operation.

(b) If the products are rounded as described in part (a), the output can be represented as yˆ[n] = y[n] + f [n] where y[n] is the output owing to x[n] acting alone, and f [n] is the total output due to all the noise sources acting independently. Determine the power density spectrum of the output noise

Reference no: EM131138000

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