1955˜The œproceedings of the Institution of Electrical Engineers. Part B, Radio and electronic engineering, including communication engineeringRequires access

An approximate method for obtaining transient response from frequency response

H.H. Rosenbrock

Open publisher page 8 citations

Abstract

A number of approximate methods are known for obtaining the transient response of a linear system from its frequency response when the latter is known numerically but not as an analytical function. The paper presents a new method for performing this transformation which is believed to be considerably quicker and more convenient than previous methods, and to offer a greater physical insight into the behaviour of the system.The method can be used for the inverse problem of finding the frequency response of a system from its measured transient response. It also offers a means for obtaining an analytical function which represents with known accuracy the behaviour of a system of which either the frequency response or the transient response has been measured.

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What this paper is about

A number of approximate methods are known for obtaining the transient response of a linear system from its frequency response when the latter is known numerically but not as an analytical function. The paper presents a new method for performing this transformation which is believed to be considerably quicker and more convenient than previous methods, and to offer a greater physical insight into the behaviour of the system.The method can be used for the inverse problem of finding the frequency response of a system from its measured transient response. It also offers a means for obtaining an analytical function which represents with known accuracy the behaviour of a system of which either the frequency response or the transient response has been measured.

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OpenAlex reports 8 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A number of approximate methods are known for obtaining the transient response of a linear system from its frequency response when the latter is known numerically but not as an analytical function. The paper presents a new method for performing this transformation which is believed to be considerably quicker and more convenient than previous methods, and to offer a greater physical insight into the behaviour of the system.The method can be used for the inverse problem of finding the frequency response of a system from its measured transient response. It also offers a means for obtaining an analytical function which represents with known accuracy the behaviour of a system of which either the frequency response or the transient response has been measured.

Key concepts: Frequency response, Transient response, Transient (computer programming), Step response, Response time, Transformation (genetics), Function (biology), Control theory (sociology)

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