• CN:11-2187/TH
  • ISSN:0577-6686

›› 2007, Vol. 43 ›› Issue (9): 122-126.

• 论文 • 上一篇    下一篇

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阀控非对称缸频域建模

吕云嵩   

  1. 南京工程学院机械系
  • 发布日期:2007-09-15

MODELING IN FREQUENCY DOMAIN FOR VALVE CONTROLLED ASYMMETRIC HYDRAULIC CYLINDERS

LÜ Yunsong   

  1. Mechanical Department, Nanjing Institute of Technology
  • Published:2007-09-15

摘要: 指出阀控非对称缸的动态响应是其正反向油路遵循系统结构特征决定的某种规律交替作用的结果。针对以往频域建模时不考虑结构因素影响,利用负载压力和负载流量定义实现模型整合的不足,提出阀控缸的统一频域模型——分段传递函数,该函数包含两个对应正反向油路的子函数。对于对称缸,两个子函数具有完全相同的结构和参数;对于非对称缸,两个子函数的速度放大系数Kv1和Kv2不等,其模型整合可归结为Kv1和Kv2的整合。在传递函数结构参数和响应曲线形态分析的基础上,借助数字仿真,探讨典型系统模型整合算法与系统阻尼比ξh及衰减比δ的关系,提出变量整合、参数整合的概念和方法,给出通过分段传递函数整合获得等效传递函数的建模方案。对常规液压伺服系统,等效传递函数的阶跃响应与数字仿真基本吻合,与以往模型相比精度明显改善。

关键词: 非对称缸, 建模, 频域分析, 液压

Abstract: It is pointed out that the transient response of a valve-controlled asymmetric hydraulic cylinder is the result of the alternate action of its oil circuits in positive and negative directions in accordance with the principal on the structural characteristic of the system. In view of the defects of the old modeling manner in which the models is incorporated via the definition of load pressure and load rate of flow without thinking of the effects of the system structure on the models, a segmental transfer function is presented as a unified frequency domain model for valve-controlled cylinder. This function consists of two sub-functions corresponding respectively to the two oil circuits mentioned above. For a symmetric hydraulic cylinder, the two sub-functions equate each other both in structure and in parameters; For an asymmetric hydraulic cylinder, the sub-functions aren’t identical in their speed amplification ratio Kv1 and Kv2, the functions can be incorporated via the incorporation of Kv1 and Kv2. Based on analysis of the structural parameters and of the configuration of response curve of transfer functions, the relationship between the incorporation arithmetic of the models and the damp, attenuation ratio of system is studied by means of digital simulation with a series of typical systems. A concept and method of variable-incorporation and parameter-incorporation is presented, and then a plan is put forward with which an equivalent transfer function can be obtained via incorporation of the segmental transfer function. The step response of the equivalent function quite coincides against that of digital simulation for normal hydraulic servo systems. The subjected models are evidently more accurate than the previous one.

Key words: Analysis of frequency domain, Asymmetric-cylinder, Hydraulic pressure, Modeling

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