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Rigid-Flexible Coupling Dynamic Modeling and Vibration Control for a Three-Axis Stabilized Spacecraft

机译:三轴稳定航天器的刚柔耦合动力学建模和振动控制

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An approach is proposed to obtain the global analytical modes (GAMs) and establish discrete dynamic model with low degree-of-freedom for a three-axis attitude stabilized spacecraft installed with a pair of solar arrays. The flexible spacecraft is simplified as a hub-plate system which is a typical rigid-flexible coupling system. The governing equations of motion and the corresponding boundary conditions are derived by using the Hamiltonian principle. Describing the rigid motion and elastic vibration of all the system components with a uniform set of generalized coordinates, the system GAMs are solved from those dynamic equations and boundary conditions, which are used to discretize the equations of motion. For comparison, another discrete model is also derived using assumed mode method (AMM). Using ansys software, a finite element model is established to verify the GAM and AMM models. Subsequently, the system global modes are investigated using the GAM approach. Further, the performance of GAM model in dynamic analysis and cooperative control for attitude motion and solar panel vibration is assessed by comparing with AMM model. The discrete dynamic model based on GAMs has the capability to carry out spacecraft dynamic analysis in the same accuracy as a high-dimensional AMM model. The controller based on GAM model can suppress the oscillation of solar panels and make the control torque stable in much shorter time.
机译:提出了一种获得全局分析模式(GAM)并为具有一对太阳能电池阵列的三轴姿态稳定航天器建立具有低自由度的离散动态模型的方法。挠性航天器简化为轮毂板系统,是典型的刚柔耦合系统。利用哈密顿原理导出了运动控制方程和相应的边界条件。用统一的广义坐标集描述所有系统组件的刚性运动和弹性振动,从这些动力学方程和边界条件解出系统GAM,这些条件用于离散运动方程。为了进行比较,还使用假定模式方法(AMM)得出了另一个离散模型。使用ansys软件,建立了有限元模型来验证GAM和AMM模型。随后,使用GAM方法研究了系统全局模式。此外,通过与AMM模型比较,评估了GAM模型在姿态运动和太阳能电池板振动的动态分析和协同控制中的性能。基于GAM的离散动态模型具有执行与高维AMM模型相同精度的航天器动态分析的能力。基于GAM模型的控制器可以抑制太阳能电池板的振荡,并在更短的时间内使控制转矩稳定。

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