首页> 外文会议>Congress of the International Council of the Aeronautical Sciences;ICAS 2010 >SMALL DISTURBANCE NAVIER-STOKES COMPUTATIONS EMPLOYING THE WILCOX K-OMEGA TURBULENCE MODEL
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SMALL DISTURBANCE NAVIER-STOKES COMPUTATIONS EMPLOYING THE WILCOX K-OMEGA TURBULENCE MODEL

机译:采用Wilcox K-OMEGA湍流模型的小扰动Navier-Stokes计算

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Developed at Technische Universit?t München,rnthe small disturbance Navier-Stokes methodrnFLM-SD.NS has been substantiated as both anrnefu0002cient and accurate means for providing unsteadyrnair loads to the transonic aeroelastic analysisrnprocess. In an effort to extend its rangernof applicability, a dynamically linear instancernof the Willcox k-w eddy-viscosity closure is incorporated,rncomplementing the original Spalart-rnAllmaras option. Harmonic pitching oscillationsrnof a generic high-aspect-ratio wing are investigated.rnFor the attached-u0003ow cases, the k-w incarnationrnof FLM-SD.NS delivers equally accuraternpredictions as the Spalart-Allmaras original.rnReductions in computation time, up to halfrnan order of magnitude, in relation to the comparativerntime-domain Reynolds-averaged Navier-rnStokes method FLM-NS are again observed. Forrnthe detached-u0003ow case, the primary beneu0002t ofrnthe Wilcox k-w eddy-viscosity closure is witnessedrnin the FLM-NS-supplied time-invariantrnmean solution about which FLM-SD.NS computesrnthe dynamically linear perturbation: At localitiesrnof u0003ow detachment, the supersonic-u0003owterminatingrnshock is rendered distinctly closerrnto the measured physical position than for thernSpalart-Allmaras instance. Limitations of thernsmall disturbance approach, however, becomernapparent for both incarnations, as a substantialrndegree of nonlinear interaction physically exists.
机译:小扰动Navier-Stokes方法FLM-SD.NS是由慕尼黑工业大学开发的,已被证实是为跨音速气动弹性分析过程提供非稳态载荷的有效而准确的手段。为了扩展其适用范围,Willcox k-w涡流-粘度闭合器采用了动态线性实例,以补充原始的Spalart-rnAllmaras选项。研究了普通高纵横比机翼的谐波俯仰振荡.rn对于附带的u0003ow情况,kw化身FLM-SD.NS的预测精度与Spalart-Allmaras原始精度相同.rn减少了计算时间,最高可缩短到一半的数量级,相对于时域比较雷诺平均的Navier-rnStokes方法,再次观察到FLM-NS。对于分离型情况,在FLM-NS提供的时不变方法中可以看到Wilcox kw涡流-粘性闭合的主要beneu0002t,而FLM-SD.NS则根据该方法来计算动态线性扰动:在局部,超声速断层是超声速震荡与Spalart-Allmaras实例相比,它与测量的物理位置的距离明显更近。然而,小干扰方法的局限性对两种化身都变得显而易见,因为实际上存在着很大程度的非线性相互作用。

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