首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers, Part C. Journal of mechanical engineering science >Robust ascent trajectory design and optimization of a typical launch vehicle
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Robust ascent trajectory design and optimization of a typical launch vehicle

机译:强大的上升轨迹设计和典型发动车辆的优化

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Robustness and reliability of the designed trajectory are crucial for flight performance of launch vehicles. In this paper, robust trajectory design optimization of a typical LV is proposed. Two formulations of robust trajectory design optimization problem using single-objective and multi-objective optimization concept are presented. Both aleatory and epistemic uncertainties in model parameters and operational environment characteristics are incorporated in the problem, respectively. In order to uncertainty propagation and analysis, the improved Latin hypercube sampling is utilized. A comparison between robustness of the single-objective robust trajectory design optimization solution and deterministic design optimization solution is illustrated using probability density functions. The multi-objective robust trajectory design optimization is executed through NSGA-II and a set of feasible design points with a good spread is obtained in the form of Pareto frontier. The final Pareto frontier presents a trade-off between two conflicting objectives namely maximizing injection robustness and minimizing gross lift-off mass of launch vehicle. The resulted Pareto frontier of the multi-objective robust trajectory design optimization shows that with 1% increase in gross mass, the robustness of the design point to the considered uncertainties can be increased about 80%. Also, numerical simulation results show that the multi-objective formulation is a necessary approach to achieve a good trade-off between optimality and robustness.
机译:设计轨迹的鲁棒性和可靠性对于发动车辆的飞行性能至关重要。本文提出了典型LV的鲁棒轨迹设计优化。介绍了使用单目标和多目标优化概念的两种鲁棒轨迹设计优化问题的两种配方。在模型参数和操作环境特征中分别在问题中纳入了梯级和认知的不确定性。为了不确定的传播和分析,利用改进的拉丁杂交超级采样。使用概率密度函数说明了单目标稳健轨迹设计优化解决方案和确定性设计优化解决方案的鲁棒性的比较。通过NSGA-II执行多目标稳健的轨迹设计优化,并以帕累托前沿的形式获得了一组具有良好扩散的可行设计点。最终的帕累托前沿在两个冲突目标之间提出权衡,即最大化注射稳健性,最大限度地减少发射车辆的总升降量。由此产生的帕累托前沿的多目标稳健轨迹设计优化表明,总质量增加1%,设计点的稳健性可以增加约80%。此外,数值模拟结果表明,多目标配方是在最优性和鲁棒性之间实现良好权衡的必要方法。

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