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Numerical Investigation of Supersonic Oscillatory Flow with Strong Interference over a Capsule-shaped Abort System

机译:胶囊型中止系统强干扰下超音速振荡流动的数值研究

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The flow past a capsule-shaped space transportation system (STS) is numerically analyzed using computational fluid dynamics (CFD) for different free stream Mach numbers ranging from 1.2 to 5.0, where a capsule is modeled by a cone, and a rocket by a circular cylinder. The objective of this research is to study Mach number effects on phenomena of the supersonic aerodynamic interference with periodic flow oscillations at supersonic regime. So far we have considered two models: model A (without disk) and model B (with disk). It was found from experimental and computational results that the flow around model A becomes steady, where aerodynamic interaction is not observed, while in model B, flow becomes unsteady with periodic oscillations. This flow oscillation is considered to be a potentially high risk in separation of the capsule and rocket. Therefore, the present study focuses on the unsteady case of model B. Numerical results at M = 3.0 compared well with experimental ones, which validates the present CFD. Time-averaged results are employed to see the whole trajectories of shock waves and the variation in amplitude of flow oscillation during one cycle. Moreover, a fence is proposed as a device to suppress the flow oscillation.
机译:使用计算流体力学(CFD)对通过1.2至5.0范围内的不同自由流马赫数的胶囊形空间运输系统(STS)的流动进行数值分析,其中胶囊由圆锥体建模,火箭由圆形建模圆筒。这项研究的目的是研究马赫数对超音速状态下具有周期性流动振荡的超音速气动干扰现象的影响。到目前为止,我们已经考虑了两个模型:模型A(无磁盘)和模型B(有磁盘)。从实验和计算结果中发现,模型A周围的流动变得稳定,没有观察到空气动力相互作用,而模型B周围的流动则由于周期性振荡而变得不稳定。该流动振荡被认为是分离胶囊和火箭的潜在高风险。因此,本研究着眼于模型B的不稳定情况。在M = 3.0的数值结果与实验结果相比较,证明了当前的CFD。时间平均结果用于查看冲击波的整个轨迹以及在一个周期内流动振荡幅度的变化。此外,提出了一种围栏作为抑制流动振荡的装置。

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