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Calculation of offset from the closed-loop transfer function

Calculation of Offset from the Closed-Loop Transfer Function [Pg.609]

Referring to Fig. 7.36, for a proportional controller Gc(j) = Kc (equation 7.62). Assume for simplicity that the time constants of G,(j) (the final control element) and H(j) (the measuring element) are negligible compared with that of G2(j) (the [Pg.609]

Offset is defined as the difference between the desired and actual response of the output as t - (Section 7.2.3), i.e. in this case  [Pg.610]

Thus the offset is reduced as the controller gain Kc is increased. [Pg.610]

Load Change with PI Control From equation 7.63  [Pg.610]




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