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A Coupled Aeroelastic Model for Launch Vehicle Stability Analysis

机译:运载火箭稳定性分析的耦合气弹模型

摘要

A technique for incorporating distributed aerodynamic normal forces and aeroelastic coupling effects into a stability analysis model of a launch vehicle is presented. The formulation augments the linear state-space launch vehicle plant dynamics that are compactly derived as a system of coupled linear differential equations representing small angular and translational perturbations of the rigid body, nozzle, and sloshing propellant coupled with normal vibration of a set of orthogonal modes. The interaction of generalized forces due to aeroelastic coupling and thrust can be expressed as a set of augmenting non-diagonal stiffness and damping matrices in modal coordinates with no penalty on system order. While the eigenvalues of the structural response in the presence of thrust and aeroelastic forcing can be predicted at a given flight condition independent of the remaining degrees of freedom, the coupled model provides confidence in closed-loop stability in the presence of rigid-body, slosh, and actuator dynamics. Simulation results are presented that characterize the coupled dynamic response of the Ares I launch vehicle and the impact of aeroelasticity on control system stability margins.
机译:提出了一种将分布式气动法向力和气动弹性耦合效应纳入运载火箭稳定性分析模型的技术。该公式增强了线性状态空间运载火箭的动力学特性,该动力学特性紧凑地导出为耦合线性微分方程组,该方程组表示刚体,喷嘴和晃动推进剂的小角度和平移扰动以及一组正交模式的正常振动。气动弹性耦合和推力引起的广义力的相互作用可以表示为模态坐标系中一组增加的非对角刚度和阻尼矩阵,而对系统阶数没有任何影响。尽管可以在给定的飞行条件下预测存在推力和气动弹力的情况下结构响应的特征值,而与剩余自由度无关,但耦合模型为存在刚体,晃荡情况下的闭环稳定性提供了信心,以及执行器动力学。仿真结果表明了Ares I运载火箭的耦合动态响应以及气动弹性对控制系统稳定性裕度的影响。

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  • 作者

    Orr Jeb S.;

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  • 年度 2010
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