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A Nonlinear Second-order Spacecraft Attitude Tracking Control Model for Control System Stabilization

机译:一种用于控制系统稳定的非线性二阶航天器姿态跟踪控制模型

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A control model for the direct parameter approach for spacecraft attitude tracking is presented in this paper. First of all, the spacecraft attitude tracking control model is built up by the error equation of the second-order nonlinear quaternion-based attitude system. A problem of control system stabilization is raised based on the control model. Compared with other control models, the second-order can offer the advantages of no- approximation and clear control states. The basic spacecraft control model has to focus on to the two variables which are angular rate and attitude quaternion, however, the new attitude control problem is only with respect to one variable which is the spacecraft attitude quaternion. Therefore, the second-order model is simpler and clear than basic first-order model.
机译:本文介绍了航天器姿态跟踪的直接参数方法的控制模型。首先,航天器姿态跟踪控制模型由基于二阶非线性四元型姿态系统的误差方程构建。基于控制模型提高了控制系统稳定的问题。与其他控制模型相比,二阶可以提供无近似和清晰控制状态的优点。基本的航天器控制模型必须专注于角度率和姿态四元度的两个变量,然而,新的态度控制问题仅是一个可变的一个变量,这是航天器态度四元素。因此,二阶模型比基本的一阶模型更简单且清晰。

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