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High-Fidelity Trajectory Based MDO for the Conceptual Design of an Air-launched Spaceplane

机译:基于高保真轨迹的MDO用于空射航天飞机的概念​​设计

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This paper presents a Non-Linear-Programming-based All-At-Once Multidisciplinary Design Optimization (MDO) architecture for the conceptual design of an air-launched spaceplane. The optimization of the spaceplane geometry is coupled with the optimization of its trajectory, using SNOPT and GPOPS-II. High-Fidelity MDO in a conceptual design setting is investigated. A parametric geometry for the spaceplane is generated using GeoMACH. The aerodynamic coefficients are computed using the Reynolds-Averaged Navier-Stokes equations implemented in SU2. These are used to create a Kriging response surface. The weight of the spaceplane is estimated using TACS by performing a structural optimization. Most importantly, flight mechanics constraints, such as trim and stability, are imposed in order to size the planform of the wing as well as the control surfaces.
机译:本文介绍了一种基于非线性编程的全部多学科设计优化(MDO)架构,用于概念设计的空气发射的航天器。 Spepplane几何形状的优化与其轨迹的优化相耦合,使用SNOPT和GPOPS-II进行轨迹。研究了概念设计设置中的高保真MDO。使用Geomach生成用于太空飞机的参数几何形状。使用SU2中实现的reynolds平均的Navier-Stokes方程来计算空气动力学系数。这些用于创建Kriging响应表面。通过执行结构优化,使用TAC来估计飞机的重量。最重要的是,施加飞行力学限制,例如修剪和稳定性,以尺寸尺寸机翼和控制表面的尺寸。

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