Mathematical Modelling of the Power Regulator by the Example of an A11VO Axial Piston Pump (Bosch Rexroth)

V. Zedgenizov, D. V. Kokourov, D. Biryukov
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Abstract

Abstrakt – The purpose of the article is to develop a mathematical model of the power regulator using an A11VO axial-piston pump (Bosch Rexroth) as an example and determine the effect of pressure on the control process parameters. A mathematical model of the regulator was developed; a scheme for its solution in the Matlab-Simulink environment was suggested; dependencies of the spool movement (x1), piston (x2), transition time (t) and other parameters on the pressure in the pressure line (p) have been determined. The mathematical model of the regulator establishes the effect of pressure on control process parameters. When the pressure increases from 30 to 45 MPa, the regulator spool moves at a distance varying from 0.4 2.8 mm. The spool movement is proportional to the pressure. The piston movement is more sensitive to the change in pressure. It changes within the range of 3–19 mm, while the relationship is non-linear. The cylidner pressure and the ratio of rocker arms are proportional to the pressure and increase 1.5 times; the transition time of is expressed by a non-linear dependence and decreases two-fold.
以博世力士乐A11VO轴向柱塞泵为例的功率调节器数学建模
摘要:本文的目的是以A11VO轴向柱塞泵(博世力士乐)为例,建立功率调节器的数学模型,并确定压力对控制过程参数的影响。建立了调节器的数学模型;提出了在Matlab-Simulink环境下解决该问题的方案;确定了阀芯运动(x1)、活塞(x2)、过渡时间(t)和其他参数对压力线(p)压力的依赖关系。该调节器的数学模型建立了压力对控制过程参数的影响。当压力从30到45兆帕增加,调节阀阀芯移动的距离从0.4到2.8毫米不等。阀芯的运动与压力成正比。活塞的运动对压力的变化更敏感。在3 ~ 19 mm范围内变化,且呈非线性关系。气缸压力与摇臂的比值与压力成正比,增加1.5倍;的过渡时间以非线性关系表示,减小了2倍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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