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Stochastic Launcher-Satellite Coupled Dynamic Analysis

机译:随机发射器-卫星耦合动力学分析

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The design and verification of spacecrafts such as satellites is supported by the results of coupled loads analyses. Herein the finite element models of the launcher and the spacecraft are typically substructured and reduced, for example, with the Craig-Bampton method, and then coupled and analyzed under various load cases occurring during launch. Inherent random uncertainties, affecting virtually all facets of the model, are traditionally dealt with by means of safety factors, with the drawback that the degree of conservatism remains unqualified. The present paper reports on a systematic, full-scale uncertainty analysis of the spacecraft-launcher assembly. Because of its versatility and its insensitivity on the number of uncertain parameters, direct Monte Carlo simulation has been used. Uncertainties in the launcher, in the spacecraft, and in the loading environment are considered separately. This allows for conclusions on the relative impact of the uncertainties on the response. The results encompass a transient load case (liftoff) and a frequency response load case (end-of-booster oscillation) and reveal that the response is particularly sensitive to uncertainties in the launcher properties, whereas the uncertainties in the loading have almost negligible impact.
机译:耦合载荷分析的结果为卫星等航天器的设计和验证提供了支持。在此,通常使用Craig-Bampton方法对发射器和航天器的有限元模型进行子结构化和简化,然后在发射过程中发生的各种载荷情况下进行耦合和分析。传统上,会通过安全因素处理影响模型几乎所有方面的固有随机不确定性,其缺点是保守程度仍然不合格。本文报告了对航天器-发射器组件的系统的,全面的不确定性分析。由于其通用性以及对不确定参数数量的不敏感性,因此已使用直接蒙特卡罗模拟。发射器,航天器和装载环境中的不确定性将单独考虑。这可以得出不确定性对响应的相对影响的结论。结果包括瞬态载荷情况(升力)和频率响应载荷情况(升压振荡),并表明响应对发射器特性的不确定性特别敏感,而载荷中的不确定性几乎可以忽略不计。

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