In the above LTI system, when L=0, it becomes an RC circuit. Keeping the capacitor value fixed at C=1F, compare the output voltage across the capacitor terminals for a step input for two cases => When the resistance value R is greater than 1 and when it is less than 1.

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In the above LTI system, when L=0, it becomes an RC circuit. Keeping the capacitor value fixed at C=1F, compare the output voltage across the capacitor terminals for a step input for two cases

=> When the resistance value R is greater than 1 and when it is less than 1.

The RLC circuit (LTI system) with the input x(t) and the output y(t) given as
follows by a Linear Constant Coefficient Differential Equation (LCCDE).
‚ď²y(t).
dt²
LC
+Rcdy(t)
dt
-+y(t) = x(t)
x(t)
1(t)
R
L
C
+
y(t)
Transcribed Image Text:The RLC circuit (LTI system) with the input x(t) and the output y(t) given as follows by a Linear Constant Coefficient Differential Equation (LCCDE). ‚ď²y(t). dt² LC +Rcdy(t) dt -+y(t) = x(t) x(t) 1(t) R L C + y(t)
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