【摘 要】
：
The equilibrium manifold linearization model of nonlinear shock motion is of higher accuracy and lower complexity over other models such as the small perturbati
【出 处】
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Chinese Journal of Aeronautics
论文部分内容阅读
The equilibrium manifold linearization model of nonlinear shock motion is of higher accuracy and lower complexity over other models such as the small perturbation model and the piecewise-linear model. This paper analyzes the physical significance of the equi- librium manifold linearization model, and the self-feedback mechanism of shock motion is revealed. This helps to describe the stability and dynamics of shock motion. Based on the model, the paper puts forwards a gain scheduling control method for nonlinear shock mo- tion. Simulation has shown the validity of the control scheme.
The equilibrium manifold linearization model of nonlinear shock motion is of higher accuracy and lower complexity of other models such as the small perturbation model and the piecewise-linear model. This paper analyzes the physical significance of the equi- librium manifold linearization model, and the self This will describe to the stability and dynamics of shock motion. Based on the model, the paper puts forward a a gain scheduling control method for nonlinear shock mo tion. Simulation has shown the validity of the control scheme.
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