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NACA-TN-3288

On the analysis of linear and nonlinear dynamical systems from transient-response data

Organization:
NASA - National Aeronautics and Space Administration (NASA)
Year: 1954

Abstract: A general theory of the so-called "equations-of-motion" methods for the analysis of linear dynamical systems is developed first. It is then shown that when viewed from this general point of vantage, all of these linear methods can extended in a straightforward manner to apply to the analysis of nonlinear systems. In addition, through use of this theory, a new method is derived. It is essentially a variation of the well-known "Fourier transform" method for the analysis of linear systems but possesses certain advantages over previous methods. Application and effectiveness of this method are demonstrated by three examples, two of which are nonlinear - one highly so - and the third being of the fourth order.
URI: https://yse.yabesh.ir/std/handle/yse/859
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    NACA-TN-3288

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contributor authorNASA - National Aeronautics and Space Administration (NASA)
date accessioned2017-09-04T15:03:39Z
date available2017-09-04T15:03:39Z
date copyright01/01/1954
date issued1954
identifier otherKWONEEAAAAAAAAAA.pdf
identifier urihttps://yse.yabesh.ir/std/handle/yse/859
description abstractA general theory of the so-called "equations-of-motion" methods for the analysis of linear dynamical systems is developed first. It is then shown that when viewed from this general point of vantage, all of these linear methods can extended in a straightforward manner to apply to the analysis of nonlinear systems. In addition, through use of this theory, a new method is derived. It is essentially a variation of the well-known "Fourier transform" method for the analysis of linear systems but possesses certain advantages over previous methods. Application and effectiveness of this method are demonstrated by three examples, two of which are nonlinear - one highly so - and the third being of the fourth order.
languageEnglish
titleNACA-TN-3288num
titleOn the analysis of linear and nonlinear dynamical systems from transient-response dataen
typestandard
page52
statusActive
treeNASA - National Aeronautics and Space Administration (NASA):;1954
contenttypefulltext
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