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首页> 外文期刊>Journal of Dynamic Systems, Measurement, and Control >Linearized J(2) and Atmospheric Drag Model for Control of Inner-Formation Satellite System in Elliptical Orbits
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Linearized J(2) and Atmospheric Drag Model for Control of Inner-Formation Satellite System in Elliptical Orbits

机译:椭圆轨道内编队卫星系统的线性化J(2)和大气阻力模型

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摘要

A new set of linearized differential equations governing relative motion of inner-formation satellite system (IFSS) is derived with the effects of J2 as well as atmospheric drag. The IFSS consists of the "inner satellite" and the "outer satellite," this special configuration formation endows its some advantages to map the gravity field of earth. For long-term IFSS in elliptical orbit, the high-fidelity set of linearized equations is more convenient than the nonlinear equations for designing formation control system or navigation algorithms. In addition, to avoid the collision between the inner satellite and the outer satellite, the minimum sliding mode error feedback control (MSMEFC) is adopted to perform a real-time control on the outer satellite in the presence of uncertain perturbations from the system and space. The robustness and steady-state error of MSMEFC are also discussed to show its theoretical advantages than traditional sliding mode control (SMC). Finally, numerical simulations are performed to check the fidelity of the proposed equations. Moreover, the efficacy of the MSMEFC is performed to control the IFSS with high precision.
机译:在J2以及大气阻力的影响下,得出了控制内部编队卫星系统(IFSS)相对运动的一组新的线性化微分方程。 IFSS由“内部卫星”和“外部卫星”组成,这种特殊的构造形式具有绘制地球重力场的一些优势。对于椭圆轨道上的长期IFSS,用于设计编队控制系统或导航算法的高保真线性化方程组比非线性方程组更方便。此外,为避免内部卫星与外部卫星之间发生碰撞,在系统和空间存在不确定性扰动的情况下,采用最小滑模误差反馈控制(MSMEFC)对外部卫星进行实时控制。还讨论了MSMEFC的鲁棒性和稳态误差,以显示其与传统滑模控制(SMC)相比的理论优势。最后,进行数值模拟以检查所提出方程的保真度。而且,执行了MSMEFC的功效以高精度控制IFSS。

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