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Dynamical modeling and attitude analysis for the spacecraft with lateral solar arrays

机译:具有侧向太阳阵列的航天器的动力学建模和姿态分析

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The dynamics and attitude motion of the three-axis stabilized spacecraft installed with lateral solar arrays is investigated in terms of the rigid-flexible coupled global modes of the system. The spacecraft consists of a rigid platform with small moment of inertia and two groups of flexible solar arrays with relatively large moment of inertia installed on the rigid rotation shafts. The rigid-flexible coupled dynamic model of the spacecraft is established by using the Hamiltonian Principle. The global mode method is employed to work out the natural frequency and global modal shapes of the rigid-flexible coupled dynamic model combined with corresponding boundary conditions. To validate the effectiveness of the analytical results obtained by global mode method, the natural frequencies and mode shapes obtained from finite element model using MSC.Patran software are used as a reference. A numerical example is given to show that the results obtained from both methods are matched very well (the relative errors of the corresponding frequencies are small enough) and the rigid motion of the platform is coupled with the vibration mode of the flexible solar arrays. This implies that the global analytical modes can be used to accurately describe the rigid-flexible coupled motion of the spacecraft. By comparing with the finite element model, the reduced dynamical model derived in terms of the global modes of the system has a lower dimension. Numerical simulations for the system with variations of parameters and dynamic responses analysis for different applied forces are performed to illustrate that, the characteristics of the model are affected by inner and external factors. (C) 2018 Elsevier Inc. All rights reserved.
机译:根据系统的刚柔耦合全局模式,研究了安装有横向太阳能电池阵列的三轴稳定航天器的动力学和姿态运动。该航天器由安装在刚性旋转轴上的惯性矩较小的刚性平台和两组惯性矩相对较大的柔性太阳能电池组组成。利用哈密顿原理建立了航天器的刚柔耦合动力学模型。采用全局模态方法,结合相应的边界条件,计算出刚柔耦合动力学模型的固有频率和模态形状。为了验证通过全局模式方法获得的分析结果的有效性,将使用MSC.Patran软件从有限元模型获得的固有频率和模式形状作为参考。数值例子表明,两种方法的结果吻合得很好(相应频率的相对误差足够小),平台的刚性运动与柔性太阳能电池阵列的振动模式耦合。这意味着全局分析模式可用于准确描述航天器的刚柔耦合运动。通过与有限元模型进行比较,根据系统的整体模式得出的简化动力学模型具有较低的尺寸。进行了参数变化的系统数值模拟和针对不同作用力的动态响应分析,以说明该模型的特性受内部和外部因素的影响。 (C)2018 Elsevier Inc.保留所有权利。

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