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基于POD和代理模型的高压捕获翼表面流场快速预测方法

RAPID PREDICTION METHOD FOR HIGH-PRESSURE CAPTURING WING SURFACE FLOW FIELD BASED ON PROPER ORTHOGONAL DECOMPOSITION AND SURROGATE MODEL

  • 摘要: 气动特性的快速预测是高超声速飞行器多学科优化设计中的关键技术之一。目前,针对升力体和翼身组合体等常规气动布局,高超声速气动特性工程计算方法已得到广泛应用。然而,对于部件间存在强烈气动干扰的高压捕获翼新型气动布局,传统工程计算方法难以有效应用。针对这一问题,本文结合计算流体力学(CFD)技术、本征正交分解(POD)以及径向基函数代理模型方法,提出了一种高效准确的高压捕获翼表面流场快速预测方法,并据此构建了一个气动特性快速预测框架。基于高压捕获翼基本设计原理,考虑关键的几何参数和来流条件,对典型高压捕获翼构型开展了捕获翼下表面复杂压强分布预测的验证研究。结果表明,当保留13个POD基模态时,所提出的快速预测方法与直接CFD计算得到的翼面压强之间的平均相对误差约为1.6%,而预测的气动力误差则约为0.3%,进一步增加POD基模态数量并不能有效提高预测精度。该方法在保证较高的流场重建和预测精度的同时,极大地提高了计算效率。

     

    Abstract: Rapid prediction of aerodynamic characteristics is one of the key technologies in the multidisciplinary optimization design for hypersonic vehicles. Currently, engineering calculation methods for hypersonic aerodynamic characteristics have been widely applied to conventional aerodynamic configurations such as lifting bodies and wing-body combinations. However, for novel aerodynamic configurations like high-pressure capturing wing (HCW), where strong aerodynamic interaction exists between components, traditional engineering methods are challenging to apply effectively. To address this issue, this paper combines computational fluid dynamics (CFD) techniques, proper orthogonal decomposition (POD), and radial basis function surrogate modeling to propose an efficient and accurate rapid prediction method for the surface flow field of HCW. Based on this method, a framework for rapid prediction of aerodynamic characteristics is constructed. Following the basic design principles of HCW, considering key geometric parameters and incoming flow conditions, validation studies were conducted on typical HCW configurations to predict complex pressure distributions on the lower surface of the capturing wing. The results indicate that when retaining 13 POD basis modes, the average relative error between the wing surface pressure obtained by the proposed rapid prediction method and CFD calculation is approximately 1.6%, with an aerodynamic force prediction error of approximately 0.3%. Further increasing the number of POD basis modes does not effectively improve prediction accuracy. This method significantly enhances computational efficiency while maintaining high accuracy in flow field reconstruction and prediction.

     

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