具有质量不平衡的二自由度耦合导引头模型

C.W. McKerley
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引用次数: 10

摘要

两自由度导引头在许多航空航天应用中使用。当为这种导引头设计控制回路时,平面表示通常是足够的。然而,当导引头与整体系统概念一起建模时,必须使用耦合的两自由度方程。此外,导引头不是完全平衡的,它们通常有一个重心(CG)相对于平台旋转轴的偏移。这种不平衡的影响必须建模,以确定可以允许多少CG偏移。Cannon(1967)给出了无惯性叉积或质量不平衡的二自由度耦合导引头的运动方程的推导。本文将此方法推广到惯性耦合和质量不平衡的情况。给出了一个框图,表示导引头数学模型的数学流程图。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A model for a two degree of freedom coupled seeker with mass imbalance
Two degree of freedom seekers are used in many aerospace applications. When designing the control loops for such seekers a planar representation is usually adequate. However when the seeker is modeled in conjunction with an overall system concept, the coupled two degree of freedom equations must be used. In addition seekers are not perfectly balanced and they generally have a center of gravity (CG) offset relative to the gimbal rotation axes. The effects of this imbalance must be modeled to determine just how much CG offset can be allowed. The derivation of the equations of motion for a two degree of freedom coupled seeker with no crossproducts of inertia or mass imbalance has been presented by Cannon (1967). This paper extends this approach to the case of inertia coupling and mass imbalance. A block diagram is also presented representing the math flow diagrams from which the seeker math model may be developed.
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