## Effect of Zeros on System Response

The zeros zj of G(s) do not affect the system stability. However, they do affect the amplitudes of … Read More

The zeros zj of G(s) do not affect the system stability. However, they do affect the amplitudes of … Read More

Poles and Stability If pi is a pole of G(s), then the natural, or zero-input, the response of … Read More

Response to a General Input In addition to computing and plotting the impulse and step responses of a … Read More

Step Response The Laplace transform of a system’s unit step response is the product of the system’s transfer … Read More

Time Response Due to Repeated Poles Up to this point the discussion has been restricted to distinct poles. … Read More

Time Response due to Distinct Poles In addition to computing the time response of the output, we can … Read More

How to Obtain an Impulse Response Once a transform (or transfer function) G(s) has been deﬁned in MATLAB, … Read More

Transfer Functions Representation Consider a ﬁxed single-input/single-output linear system with input u(t) and output y(t) given by the … Read More