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A New Linearized Equation for Modelling a Servovalve in Hydraulic Control Systems

机译:一种新的线性化方程,用于在液压控制系统中建模伺服阀

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In the procedure of the hydraulic control system design, a linearized approximate equation described by the first order terms of Taylor's series has been widely used. Such a linearized equation is effective just near the operating point. However, pressure and flowrate in actual hydraulic systems are usually not confined near an operating point. This study suggests a new linearized equation for servovalve modelling as a modified form of the conventional linearized equation. And also, methods to determine effective operating points for the new linearized equation and the conventional linearized equation are proposed. From the evaluations of time responses and frequency responses obtained from simulations for a hydraulic control system, the effectiveness of the new linearized equation and the methods to determine effective operating points is confirmed.
机译:在液压控制系统设计的过程中,广泛使用了由泰勒序列的第一顺序项描述的线性化近似方程。这种线性化方程在操作点附近是有效的。然而,实际液压系统中的压力和流量通常不会局限于操作点附近。该研究表明,作为传统线性化方程的修改形式的伺服源性建模的新的线性化方程。而且,提出了确定新的线性化方程的有效操作点和传统线性化方程的方法。根据从液压控制系统的模拟获得的时间响应和频率响应的评估,确认了新的线性化方程的有效性和确定有效操作点的方法。

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