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Optimal design of nonlinear hydraulic engine mount

机译:非线性液压发动机悬置的优化设计

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This paper shows that the performance of a nonlinear fluid engine mount can be improved by an optimal design process The property of a hydraulic mount with inertia track and decouplen differs according to the disturbance frequency range. Since the excitation amplitude is large at low excitation frequency range and is small at high excitation frequency range, mathematical model of the mount can be divided into two linear models One is a low frequency model and the other is a high frequency model The combination of the two models is very useful in the analysis of the mount and is used for the first time in the optimization of an engine mount in this paper Normally, the design of a fluid mount is based on a trial and error approach in industry because there are many design parameters In this study, a nonlinear mount was optimized to minimize the transmissibilities of the mount at the notch and the resonance frequencies for low and high-frequency models by a popular optimization technique of sequential quadratic programming (SQP) supported by MATLAB(r) subroutine. The results show that the performance of the mount can be greatly improved for the low and high frequencies ranges by the optimization method
机译:本文表明,通过优化设计过程可以改善非线性流体发动机悬置的性能。具有惯性跟踪和解耦的液压悬置的性能根据干扰频率范围而有所不同。由于激励幅度在低激励频率范围内较大,而在高激励频率范围内较小,因此底座的数学模型可以分为两个线性模型,一个是低频模型,另一个是高频模型两种模型在座架分析中非常有用,并且在本文中首次用于优化发动机座架。通常,流体座架的设计基于行业中的反复试验方法,因为有很多设计参数在这项研究中,通过MATLAB(r)支持的一种流行的顺序二次编程(SQP)优化技术,对非线性安装座进行了优化,以最小化安装座在缺口处的透射率以及低频和高频模型的谐振频率。 子例程。结果表明,通过优化方法,可以在低频和高频范围内大大提高安装座的性能。

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