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Nonlinear attitude and shape control of spacecraft with articulatedappendages and reaction wheels

机译:具有铰接附件和反作用轮的航天器的非线性姿态和形状控制

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Three-dimensional attitude and shape control problems are studied for a class of spacecraft with articulated appendages and reaction wheels. A number of special cases of such attitude control problems have been studied previously. We provide a unified formulation and a comprehensive set of results for planning of attitude and shape maneuvers of a spacecraft, assuming that joint actuators and reaction wheels provide a sufficiently rich set of inputs. The development is based on a nonlinear, drift-free, control model that characterizes the attitude and shape change dynamics, assuming zero angular momentum of the system. Controllability results are presented for the general case, and specialized results are identified for interesting multibody spacecraft configurations. These results are made explicit by providing computable formulas for the Lie brackets in terms of the spacecraft geometry, mass properties, and shape. Constructive motion planning approaches are described to achieve spacecraft attitude and shape change maneuvers. A distinct feature of these approaches is that they require only simple computations, as is desirable for online implementation. Emphasis is given to the interplay between the shape change dynamics and the attitude change dynamics in achieving the maneuver planning objectives
机译:研究了一类带有铰接附件和反作用轮的航天器的三维姿态和形状控制问题。先前已经研究了这种姿态控制问题的许多特殊情况。我们假定航天器的联合致动器和反作用轮可提供足够丰富的输入,从而为航天器的姿态和形状操纵计划提供统一的表述和全面的结果。该开发基于非线性,无漂移的控制模型,该模型描述了系统的角动量为零时的姿态和形状变化动力学。给出了一般情况下的可控性结果,并针对有趣的多体航天器配置确定了专门的结果。通过提供有关航天器几何形状,质量特性和形状的李括号的可计算公式,可以使这些结果明确。描述了建设性的运动计划方法,以实现航天器的姿态和形状改变机动。这些方法的独特之处在于,它们仅需要简单的计算即可,这是在线实施所需要的。在实现机动计划目标时,重点强调了形状变化动力学和姿态变化动力学之间的相互作用。

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