余 洋, 石博强, 侯友山. 结构刚度对液压伺服系统稳定性影响分析[J]. 农业工程学报, 2011, 27(14): 32-35.
    引用本文: 余 洋, 石博强, 侯友山. 结构刚度对液压伺服系统稳定性影响分析[J]. 农业工程学报, 2011, 27(14): 32-35.
    Yu Yang, Shi Boqiang, Hou Youshan. Analysis on stability of hydraulic servo systems affected by structure stiffness[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2011, 27(14): 32-35.
    Citation: Yu Yang, Shi Boqiang, Hou Youshan. Analysis on stability of hydraulic servo systems affected by structure stiffness[J]. Transactions of the Chinese Society of Agricultural Engineering (Transactions of the CSAE), 2011, 27(14): 32-35.

    结构刚度对液压伺服系统稳定性影响分析

    Analysis on stability of hydraulic servo systems affected by structure stiffness

    • 摘要: 为探明大惯量伺服系统中结构刚度对稳定性影响,该文以结晶器液压振动伺服系统为例,建立了结晶器液压振动伺服系统数学模型,推导了液压伺服系统稳定的一般条件;考虑了结构刚度的影响,建立了液压缸-负载系统的数学模型,并进行了计算分析。研究结果表明,对于大惯量伺服系统来说,综合谐振频率成为限制整个液压伺服系统的主要因素。因此在这种情况下,提高液压固有频率同时,必须提高结构刚度。当考虑连接刚度的影响时,半闭环系统的稳定性要比全闭环系统好。该研究可为大惯量液压伺服系统的稳定性分析提供参考。

       

      Abstract: For large inertia servo system, the influence of structure stiffness on stability is great and it cannot be ignored. Taking the hydraulic vibration servo system of mould for example, the mathematical model of the mould hydraulic vibration servo system was established and the general conditions for system stability were obtained. Considering the influence of structure stiffness, the mathematic model of hydraulic cylinder to load system was also established, and the effect of structure stiffness on the stability was studied through calculation and analysis. The results showed that the comprehensive resonant frequency was the main factor for limiting hydraulic servo system for large inertia servo system. In this case, it must improve the structure stiffness with improving hydraulic inherent frequency. And when considering the influence of joint stiffness, the stability of closed-loop system was better than the half closed-loop system. The research can provide references for analysis of the stability of large inertia servo system.

       

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