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Continuous Differentiation of Complex Systems Applied to a Hypersonic Vehicle

机译:应用于超音速飞行器的复杂系统的连续微分

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An implementation of a three-dimensional model for an air-breathing hypersonic vehicle using algorithmic differentiation is presented. Motivation for this work is given in terms of difficulties encountered while calculating the linearized flight dynamics of another hypersonic vehicle model. The new model automatically calculates derivatives with respect to flight condition variables, control variables, model parameters, and design variables. The differentiation approach used here is unique in that it calculates both left- and right-hand derivatives at first-order discontinuities. Other approaches including complex step and finite difference are compared with the present implementation. Difficulties encountered in the derivation include handling of if statements, iterative solution of systems, and sorting. Hypersonic flight for a simple climbing and accelerating trajectory is considered to demonstrate the use of the model, and the effect of ballast mass on the short-period and Dutch-roll modes is also shown.
机译:提出了一种使用算法微分的呼吸超音速飞行器三维模型的实现方法。这项工作的动机是根据在计算另一个高超音速飞行器模型的线性飞行动力学时遇到的困难给出的。新模型自动计算有关飞行条件变量,控制变量,模型参数和设计变量的导数。此处使用的微分方法是独特的,因为它可以计算一阶不连续点处的左手导数和右手导数。将包括复杂步长和有限差分的其他方法与本实现方式进行比较。派生中遇到的困难包括if语句的处理,系统的迭代解决方案和排序。简单的爬升和加速轨迹的高超音速飞行被认为证明了该模型的使用,并且还显示了压载质量对短周期和荷兰滚动模式的影响。

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