Steady State Errors

Boomi Nathan
1 Min Read
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Where,

  • R(s) is the Laplace transform of the reference Input signal r(t)r(t)
  • C(s) is the Laplace transform of the output signal c(t)c(t)

We know the transfer function of the unity negative feedback closed loop control system as

ote − If any of the above input signals has the amplitude other than unity, then multiply corresponding steady state error with that amplitude.

Note − We can’t define the steady state error for the unit impulse signal because, it exists only at origin. So, we can’t compare the impulse response with the unit impulse input as t denotes infinity.

Example

Simplify the above block diagram by keeping the unity negative feedback as it is. The following is the simplified block diagram.

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J. BoomiNathan is a writer at SenseCentral who specializes in making tech easy to understand. He covers mobile apps, software, troubleshooting, and step-by-step tutorials designed for real people—not just experts. His articles blend clear explanations with practical tips so readers can solve problems faster and make smarter digital choices. He enjoys breaking down complicated tools into simple, usable steps.

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