Linear equation

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controllable and observable systems

A dc motor has a transfer function(see attachment). Determine whether the system is controllable observable.

sampling instants

Find the response for the first four sampling instants for the function(see attachment). Then find y(0), y(1), y(2), y(3).

Compute the gains

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System peak time and overshoot

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partial fraction expansion

We have a function(see Attachment). Using a partial fraction expansion of Y(s) find Y(z) when T=0.2 seconds.

please refer

Develop a state space model of a current-fed series RC circuit. Use simulink to simulate the dynamic behaviour of a current -fed series RC circuit ? What happens when you do a parameter analysis of this model ? Explain your observations !!! The attachments which I have sent are : A model of a voltage -fed series RC circuit ...continues

systems and simulation

The single hat is used to denote the first estimate of an x value and a double hat is used to denote a 2nd estimate .

Systems and simulation

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Systems and simulation

Please see the attached file for full problem description.