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The aerodynamics influence on the relative motion of the orbital system of the two connected bodies. Regular and chaotic trajectories

机译:空气动力学对两个相连物体的轨道系统的相对运动产生影响。规则和混乱的轨迹

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The orbital system of the two "connected bodies"-two material points (m, m/sub o/) connected with the ideal flexible weightless inextensible tether-is considered as a dynamic billiard. This is the simplest model of the real space systems. The system center of masses evolves on the Kepler circular orbit. The main effective factors are the gravitational gradient and the aerodynamic pressure. The set of motion trajectories with impacts is considered in the phase space and the phase space structure is studied.
机译:两个“连接体”的轨道系统 - 与理想的柔性失重不可延伸系绳连接的两种“连接体”(m,m / sub o /)被认为是动态台球。这是真实空间系统的最简单模型。群众的系统中心在开普勒圆形轨道上发展。主要有效因素是引力梯度和空气动力学压力。在相位空间中考虑具有冲击的运动轨迹集,研究了相空间结构。

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