The quantization inherent in the finite precision arithmetic operations render the system linear.
In recursive systems, which of the following is caused because of the nonlinearities due to the finite-precision arithmetic operations?
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The oscillations in the output of the recursive system are called as ‘limit cycles’.
Limit cycles in the recursive are directly attributable to which of the following?
What is the range of values called as to which the amplitudes of the output during a limit cycle ae confined to?
Zero input limit cycles occur from non-zero initial conditions with the input x(n)=0.
Which of the following is true when the response of the single pole filter is in the limit cycle?
What is the dead band of a single pole filter with a pole at 1/2 and represented by 4 bits?
The limit cycle mode with zero input, which occurs as a result of rounding the multiplications, corresponds to an equivalent second order system with poles at z=±1.
What is the necessary and sufficient condition for a second order filter that no zero-input overflow limit cycles occur?