2013Electronic Design EngineeringRequires access

A discussion on methodologies for stability analyzing by linearization in a certain linear time-varying system

Li Ju

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Abstract

Nonlinear system stability around the equilibrium point can be determined by linearization. In order to validate the linearization method for the stability analyzing in linear time-varying system, a certain linear time-varying system stability is studied and analyzed by linearization. Illustration proves that the linearization method is limited for linear time-varying system stability analyzing.

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What this paper is about

Nonlinear system stability around the equilibrium point can be determined by linearization. In order to validate the linearization method for the stability analyzing in linear time-varying system, a certain linear time-varying system stability is studied and analyzed by linearization. Illustration proves that the linearization method is limited for linear time-varying system stability analyzing.

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Available abstract

Nonlinear system stability around the equilibrium point can be determined by linearization. In order to validate the linearization method for the stability analyzing in linear time-varying system, a certain linear time-varying system stability is studied and analyzed by linearization. Illustration proves that the linearization method is limited for linear time-varying system stability analyzing.

Key concepts: Linearization, Stability (learning theory), Control theory (sociology), Linear system, Feedback linearization, Nonlinear system, Equilibrium point, Mathematics

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