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poles are the plot of the transfer function of a system on the left side of the origin, in s-plane. zeroes are the right side plot. poles and zeroes specifies the absolute stability of the system.. they also gives the observability and controllability of the system..

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You can determine quickly the effect of adding poles and zeros by?

Root locus


What are the restrictions of poles and zeros in driving point function?

In a driving point function, poles and zeros must adhere to specific restrictions to ensure system stability and physical realizability. Poles should be located in the left half of the complex plane for stability, while zeros can be placed anywhere, though their placement affects the system's response. Additionally, the number of poles must be greater than or equal to the number of zeros for the function to remain proper. This ensures that the driving point function behaves appropriately within the constraints of physical systems.


What are the restriction on the location of poles and zeros in driving point function?

In a driving point function, poles and zeros must adhere to specific restrictions based on the nature of the system being analyzed. Poles, which represent system dynamics, must be located in the left half of the complex plane for the system to be stable (for continuous-time systems). Zeros can be located anywhere in the complex plane, but their placement can influence the system's frequency response. Additionally, for a physically realizable driving point function, poles and zeros must occur in conjugate pairs if they are not real.


Why is it important to cancel common poles and zeros in the transfer function?

Canceling common poles and zeros in a transfer function is important because it simplifies the system's behavior and analysis. It helps to eliminate unnecessary complexity, revealing the true dynamics of the system and improving the accuracy of predictions. Additionally, this process can enhance stability and performance by clarifying the influence of remaining poles and zeros on system response. However, care must be taken to ensure that such cancellations do not lead to loss of important system characteristics or introduce non-minimum phase behavior.


What is the the meaning of Google in math?

google is a number with a hundred zeros


How many zeros does infinty have?

infinity has all of the zeros


Poles and zeros of a driving point function of a network are simple and interlace on the jw axis The network consists of which elements?

L and C


How many zeros on infinity?

An infinite number, meaning that the number of zeros cannot be counted.


What is the meaning of stilts?

The meaning of stilts is poles that are used mostly by clowns to walk above the ground. The poles support the feet of the user to walk properly above the ground.


The poles and zeros of a driving point function of a network are simple and interlaced on negative real axis with pole closest to the orginWith what type of network can it be realized?

The network function h(s) is actually the ratio of two polynomials functions i.e s(a) /s(b),The roots of the s(a) function are called zeros and the roots of the s(b) function are called poles.


What is the origin of the word bipolar?

"Bipolar" comes from the roots "bi," meaning "two," and "polar," meaning "poles," therefore "two poles," which refers to the two extremes of emotion, mania and depression.


How much is googol?

1 googol is defined as 10100, meaning a '1' with 100 zeros after it.