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Vibration suppression of a satellite using an adaptive composite thruster platform

机译:使用自适应复合推进器平台抑制卫星的振动

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Adaptive or intelligent structures which have the capability for sensing and responding to their environment promise a novel approach to satisfying the stringent performance requirements of future space missions. This research focuses on a finite element analysis active vibration suppression of an intelligent composite platform that is designed for thrust vector control of a satellite thruster and has simultaneous precision positioning and vibration suppression capabilities. This smart platform connects the thruster to the structure of the satellite and has three active struts and one active central support with one piezoelectric stack in each. A finite element harmonic analysis was employed to develop a vibration suppression scheme, which was then used to study the vibration control of the satellite structure using the vibration suppression capabilities of the intelligent platform mounted on the satellite. The applicability of the model is first demonstrated on a single strut using a one-dimensional approach. This approach is then extended to the full intelligent composite platform employing a three-dimensional approach. In this approach, the responses of the structure to a unit external force as well as unit internal piezoelectric control voltages are first determined, individually. The responses are then assembled in a system of equation as a coupled system and then solved simultaneously to determine the control voltages and their respective phases for the system actuators for a given external disturbance. This approach is an effective technique for the design of smart structures with complex geometry to study their active vibration suppression capabilities and effectiveness.
机译:具有感知和响应周围环境能力的自适应或智能结构有望满足未来太空飞行任务对性能的严格要求。这项研究的重点是智能复合平台的主动振动抑制的有限元分析,该平台旨在用于卫星推进器的推力矢量控制,并具有精确的定位和振动抑制能力。这个智能平台将推进器连接到卫星的结构,并具有三个主动支柱和一个主动中央支撑,每个中央支撑中都有一个压电叠层。通过有限元谐波分析来制定减振方案,然后利用安装在卫星上的智能平台的减振能力,将其用于研究卫星结构的振动控制。该模型的适用性首先使用一维方法在单个支杆上进行演示。然后将此方法扩展到采用三维方法的全智能复合平台。在这种方法中,首先分别确定结构对单位外力以及单位内部压电控制电压的响应。然后将响应组装成方程式系统,作为耦合系统,然后同时求解以确定给定外部扰动下系统执行器的控制电压及其相应相位。这种方法是设计具有复杂几何形状的智能结构以研究其主动抑振能力和有效性的有效技术。

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