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### Application of z transform

The field of signal processing is essentially a field of signal analysis in which they are reduced to their mathematical component and evaluated. One important concept of signal processing is that of the Z transform method which converts unwieldy sequence into a form that can be easily dealt with. Z transform is used for much signal processing application. Here this article gives information about the application of Z transform to know more details about it.
• Pole-zero description of the discrete-time system
• Analysis of linear discrete signal
• Use to analysis digital filter
• Used to find the frequency response
• Obtain impulse response estimation
• Determine the difference equation
• Analysis of discrete signal
• Calculation of  a signal to control system
• Direct computer evolution of frequency response
• Voice transmission
• Enhance the electrical as well as mechanical energy to provide a dynamic nature of the system
• Geometric evolution of frequency response
• Frequency response estimation via the FFT
• Used to simulate the continuous systems
• It also helps in system design, analysis and also checks the system stability
• For automatic control in telecommunication
• Used in designing digital filters
The field of signal processing is essentially a field of signal analysis in which they are reduced to their mathematical component and evaluated. One important concept of signal processing is that of the Z transform method which converts unwieldy sequence into a form that can be easily dealt with. Z transform is used for much signal processing application. Here this article gives information about the application of Z transform to know more details about it.
• Pole-zero description of the discrete-time system
• Analysis of linear discrete signal
• Use to analysis digital filter
• Used to find the frequency response
• Obtain impulse response estimation
• Determine the difference equation
• Analysis of discrete signal
• Calculation of  a signal to control system
• Direct computer evolution of frequency response
• Voice transmission
• Enhance the electrical as well as mechanical energy to provide a dynamic nature of the system
• Geometric evolution of frequency response
• Frequency response estimation via the FFT
• Used to simulate the continuous systems
• It also helps in system design, analysis and also checks the system stability
• For automatic control in telecommunication
• Used in designing digital filters