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Deployment dynamics modeling and analysis for mesh reflector antennas considering the motion feasibility

机译:考虑运动可行性的网状反射器天线的部署动力学建模与分析

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Mesh reflector antennas have been widely used in space satellites for their characteristics of large aperture, low levels of total mass, stowed volume, surface distortion, etc. The antenna turns from a stowed state to a fully deployed configuration and finally forms a required functional surface, and this deployment process affects the performances of antennas on orbit. The dynamic modeling and analysis for the deployment of mesh reflector antennas considering the rigid body rotation of rods, the geometric nonlinearity of the cable net, and the rigid-flexible coupling of the truss and the cable net are presented in this paper. Instead of the previous lumped mass model, the mass of hinges is concentrated on their centroids and the longerons, battens, and diagonals are regarded as homogeneous rods in the study. By this model, the rigid body motion of rods can be well considered in the calculation of kinetic energies rather than be ignored in previous researches. Then, the cable net is discretized into multiple cable elements that are modeled by springs. The slacked and tensioned state of cable elements during deployment are captured by updating the stiffness matrix real-timely. The elastic energy of the cable net is derived by solving systematic equilibrium equations. The dynamic model is established by using Lagrange equation, and then the driving force under the predesigned motion is derived. The "ideal deployment motion" and "feasible deployment motion" are proposed and discussed through several numerical examples. Simulation results match well with experimental data in previous literature.
机译:网格反射器天线已广泛应用于太空卫星,用于其大孔径的特点,总质量低,收起的体积,表面失真等。天线从收起状态转动到完全部署的配置,最终形成所需的功能表面,此部署过程会影响天线在轨道上的性能。本文介绍了考虑杆刚体,电缆网的几何非线性和桁架的刚性柔性耦合的钢材反射器天线部署的动态建模和分析。代替以前的集体质量模型,铰链的质量集中在其质心上,并且贵重阶段,压缩和对角线被认为是该研究中的均匀棒。通过该模型,在计算动力学的计算中,杆的刚性体运动可以很好地考虑,而不是在以前的研究中被忽略。然后,电缆网被离散化为由弹簧建模的多个电缆元件。通过实际更新刚度矩阵,捕获在部署期间的电缆元件的松弛和张紧状态。电缆网的弹性能量是通过求解系统平衡方程来源的。通过使用拉格朗日方程建立动态模型,然后导出预测运动下的驱动力。通过若干数值示例提出和讨论了“理想的部署运动”和“可行部署运动”。仿真结果与先前文献中的实验数据相匹配。

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