passive isolation meaning in Chinese
钝态隔离
消极隔振
Examples
- Power flow and active - passive isolation of a flexible system excited by an off - center force
偏心激励作用柔性主被动隔振系统功率流特性 - The simulation results show that the active vibration isolation system has much better isolating performance against conventional passive isolation system in a very broad frequency range
结果表明，该主动隔振系统在整个频段均具有很好的隔振效果。 - Finally , the technique of vibration suppression is discussed . the passive isolation that is simple is adopted for high frequency part and the effort of high frequency suppression is obvious . the bandwidth adaptive that doesn ’ t need new plants is adopted for low frequency part and simulation results indicate that the scheme is valid for the suppression of bit error rate increasing produced by satellite platform vibration
最后对振动的抑制方法进行了研究,对高频振动采用被动隔离方式,该方法操作简单,对高频振动抑制效果显著;对低频振动采用了自适应带宽抑制方式,该方法无需添加新器件,对抑制低频振动带来的误码率增加作用明显,并进行了仿真验证。 - The comparisons of passive isolation control , passive - off control , passive - on control and fuzzy semi - active control show that the roof mr isolation system is a valid and practical intelligent semi - active control system . the roof mr isolation system is quit valid in suppressing the seismic whipping effect of the top machinery building
本文比较了被动隔震控制、被动-关控制和被动-开控制和模糊半主动控制效果。研究表明：安装屋盖mr智能隔震系统有效的抑制了升船机顶部厂房的地震鞭梢效应，是一种有效和实用的智能半主动控制系统。 - The dynamic predigesting model for passive isolation of flexible base system was established , and the four - pole parameters and machinery impedance methods were adopted to analyse the system , the expression of the responsibility and power flow transmissibility was deduced . by means of the matlab programming language , the responsibility and power flow transmissibility were simulated . proposed the vibration contrl method of optimizing system parameters . the methods proposed in this dissertation , can meet the requirement of decreasing vibration and noise for flexible base , and have some practicability and reference value
对柔性基础被动隔振系统进行了力学建模简化，并采用四端参数和机械阻抗方法对其进行分析，推导出其响应比和功率流传递率的表达式，并利用matlab程序设计语言对响应比和功率流传递率进行了模拟仿真。提出了以优化系统参数为措施的振动控制方法。本文所提出的方法，能够满足柔性基础减振降噪的要求，具有一定的实用性和参考价值。