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A system is described by the following differential equation dt4d4y5.pdf

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A system is described by the following differential equation: dt4d4y5dt3d3ydt2d2y+4dtdy+2y=2u Represent the system in state space in canonical controllable form and determine its transfer function. What are the poles and zeros of the system? Is the system stable?.

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A system is described by the following differential equation: dt4d4y5dt3d3ydt2d2y+4dtdy+2y=2u Represent the system in state space in canonical controllable form and determine its transfer function. What are the poles and zeros of the system? Is the system stable?

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A system is described by the following differential equation dt4d4y5.pdf

  • 1. A system is described by the following differential equation: dt4d4y5dt3d3ydt2d2y+4dtdy+2y=2u Represent the system in state space in canonical controllable form and determine its transfer function. What are the poles and zeros of the system? Is the system stable?