Consider the circuit shown in FigureP4.50 in which the switch is open for a long time prior to t = 0. The initial current is i s ( 0 + ) = 0. Write the differential equation for i s ( t ) and use MATLAB to plot i s ( t ) for t ranging from 0 to 80 ms [Hint: Avoid using lowercase “i” as the first letter of the dependent variable. instead use “Is” for the current inMATLAB.]
Consider the circuit shown in FigureP4.50 in which the switch is open for a long time prior to t = 0. The initial current is i s ( 0 + ) = 0. Write the differential equation for i s ( t ) and use MATLAB to plot i s ( t ) for t ranging from 0 to 80 ms [Hint: Avoid using lowercase “i” as the first letter of the dependent variable. instead use “Is” for the current inMATLAB.]
Solution Summary: The author explains how to find the expression in the matlab program and plot it for given interval.
Consider the circuit shown in FigureP4.50 in which the switch is open for a long time prior to t = 0. The initial current is
i
s
(
0
+
)
=
0.
Write the differential equation for
i
s
(
t
)
and use MATLAB to plot
i
s
(
t
)
for t ranging from 0 to 80 ms [Hint:Avoid using lowercase “i” as the first letter of the dependent variable. instead use “Is” for the current inMATLAB.]
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14. Compute the minimal value of K so that the steady-state error due to a unit step distur-
bance is less than 10%.
a. K=1-
b
b. K = b
c.
K = 10- /
d. The steady-state error is ∞ for any K
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