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Uncertainty Quantification for Mars 2020 Powered Descent Closed-Loop Stability

机译:MARS 2020供电闭环稳定性的不确定度量化

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Three different methods were used to capture uncertainty in the Mars 2020 PDV modal properties, with the goal of understanding the uncertainty control system stability margins. The method of varying HCB frequencies and mode shapes independently proved to generate unrealistic results, possibly due to treating the frequencies and shapes as independent random variables. The method of varying FEM parameters provided much more reasonable results but had two primary draw backs. The first is that it artificially constrained the uncertainty based on the choice of parameters and did not account for uncertainty in model form. This resulted in a variation in mode shapes and corresponding transfer functions that is artificially small relative to observed results. The second drawback was in the number of possible parameterizations that could be selected. The sensitivity of the results to the choice of parameters makes it very difficult to confidently apply this method in practice. The method of nonparametrically varying the component HCB matrices proved to be a very simple approach that captured the variability in measured data very well. While this method is nonphysical in the sense that there is no set of physical parameters in the FEM associated with each member of the random distribution, it proved to do a better job of capturing variability in measured data than the other two methods. It is also much simpler to use because of the small number of parameters involved, and much easier to "tune" based on measured data. The conclusion of this study is that the NPV method was the best approach for this particular problem.
机译:使用三种不同的方法来捕获火星2020 PDV模态特性的不确定性,其目的是理解不确定性控制系统稳定性边缘。改变HCB频率和模式形状的方法独立地证明了产生不切实际的结果,可能是由于处理频率和形状作为独立随机变量。改变有限元参数的方法提供了更合理的结果,但有两个主要绘制背面。首先是基于参数的选择,它是人为地限制了不确定性,并且没有考虑模型形式的不确定性。这导致模式形状的变化和相应的传递函数相对于观察结果是人为小的。第二个缺点是可以选择的可能参数化的数量。结果对参数选择的敏感性使得在实践中非常难以自信地应用这种方法。非分度地改变组件HCB矩阵的方法被证明是一种非常简单的方法,可以非常好地捕获测量数据的可变性。虽然该方法在没有与随机分布的每个成员相关联的有限元中没有的物理参数的意义上是非物理的,但是它被证明可以在比其他两种方法中捕获测量数据中的变异性更好地工作。由于所涉及的参数少,并且基于测量数据更容易“调谐”是更简单的。本研究的结论是NPV方法是该特定问题的最佳方法。

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