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Modeling and identification of an electro-mechanical system: The LISA grabbing positioning and release mechanism case

机译:机电系统的建模和识别:LISA抓取定位和释放机构盒

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In the frame of space missions, mechanisms often constitute critical systems whose functionality and performance need to be tested on ground before the mission launch. The LISA scientific space mission will detect gravitational waves by measuring the relative displacement of pairs of free-floating test masses set into geodesic motion onboard of three spacecrafts. Inside each satellite, the injection of the test masses from the caged configuration into the geodesic trajectory will be performed by the grabbing positioning and release mechanism. To provide a successful injection, the test masses must be dynamically released with a minimal residual velocity against adhesion with the holding device. A parameter that determines the test mass residual velocity is the quickness of the retraction of the holding device. The need arises then to characterize the dynamic response of the release mechanism in order to predict its behaviour in the in-flight conditions. Once a validated model of the mechanism is available, the compliance of the system to the tight requirement on the maximum allowed residual velocity of the test mass may be verified. Starting from an electro-mechanical model of the mechanism dynamics, this paper presents the results of the experimental identification of its relevant parameters.
机译:在太空飞行任务中,机制通常构成关键系统,其功能和性能需要在飞行任务发射前在地面进行测试。 LISA科学太空任务将通过测量三个航天器上成大地运动的成对自由浮动测试质量对的相对位移来检测引力波。在每颗卫星内部,将通过抓取定位和释放机制将测试质量从笼状结构注入到测地线轨迹中。为了提供成功的注射,必须以最小的残留速度动态释放测试物质,以免与固定装置发生粘附。确定测试质量残余速度的参数是保持装置缩回的速度。然后需要表征释放机构的动态响应,以便预测其在飞行条件下的行为。一旦获得了经过验证的机构模型,就可以验证系统是否符合对测试质量的最大允许剩余速度的严格要求。从机械动力学的机电模型开始,本文介绍了相关参数的实验辨识结果。

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