The transfer function is defined asa)linear time varying systemsb)linear time in variant systemsc)non- linear systemsd)damped systemsCorrect answer is option 'B'. Can you explain this answer? - EduRev Electrical Engineering (EE) Question

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The transfer function is defined as

a)
linear time varying systems
b)
linear time in variant systems
c)
non- linear systems
d)
damped systems

Correct answer is option 'B'. Can you explain this answer?

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The transfer function is defined asa)linear time varying systemsb)line...

Transfer function maybe defined as mathematical representation (in terms of frequency) of interrelation between input and output in linear time uninterrupted systems with zero pint equilibrium and zero initial conditions. If talking particularly about control systems then it can be defined as the ratio of the Laplace transform of the output variable to the Laplace transform of the input variable, with all zero initial conditions.

Transfer function is function of complex variables. The transfer function can be obtained by simple algebraic jugglery of differential equations that illustrates the system. Transfer function can represent higher order systems also, even infinite dimensionless systems which regulates on partial differential equations.

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The transfer function is applicable to

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Which of the following is NOT one of the properties of transfer function?

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Consider the following statements related to state space analysis of control systems:1. The zeros of the system can be obtained from eigen value of the system matrix.2. A system is said to be observable if every state x0 can be exactly determined from the measurement of the output ‘y’ over a finite interval of time 0 ≤ t ≤ tf.3. The process by which transfer function changes to state diagram or state equations is called decomposition of the transfer function.4. The state space techniques can be applied to linear and time invariant systems only.Which of the above statements are correct?

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Consider two single input single output systems with state and output equations as given below:System 1:System 2:The two systems are connected in cascade by applying the output of system 1 to system 2, that is by making u2(t) = y1(t). Determine the transfer function of the combined system.

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The transfer function is defined asa)linear time varying systemsb)linear time in variant systemsc)non- linear systemsd)damped systemsCorrect answer is option 'B'. Can you explain this answer?

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