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Nonminimum phase transfer function is defined as the transfer function
The type and order of the system described by the open loop transfer function are respectively
Assertion (A): If the number of zeros are less than the number of poles (i.e. Z < P), we say that there are zeros at infinity and the order of such zeros is PZ
Reason (R): The value of the transfer function becomes zero for s tends to zero.
The principle of homogeneity and superposition are applied to
The differential equation of a control system having input x(t) and output y(t) is given as
The output response of the system for unit step input is given by
The step response of a system is given by
c(t) = 1 + 0.25 e^{50t}  1.25e^{10t}
The steady state gain of the transfer function in time constant form will be
The poles and zeros of the transfer function for the network shown below are located at
The polezero configuration of a transfer function is shown below:
If the value of the transfer function at s = 1 is 3.2, the gain factor K is
23 docs285 tests

23 docs285 tests
