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Assessment of low-dissipative shock-capturing schemes for transitional and turbulent shock interactions

机译:低耗散冲击捕获方案评估过渡和湍流冲击相互作用

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Interactions between Shockwaves and turbulence are ubiquitous in high-speed flows of practical aeronautical interest. Recent advances in computational power have made implicit large eddy simulation (iLES) and direct numerical simulation (DNS) feasible tools for investigating the underlying physical mechanisms involved. The success of tackling these problems depends however on contrasting requirements of the applied numerical schemes. Shock-capturing schemes stabilise the solution by adding numerical dissipation in the vicinity of flow discontinuities, but have the detrimental effect of damping small-scale turbulence. In this work the efficacy of a selection of low-dissipative and hybrid shock-capturing methods is assessed in a finite-difference framework, for transitional and turbulent flows with shocks. The classic Taylor-Green vortex problem at Re = 1600 is extended to a range of Mach numbers up to Mach 1.25, where compressibility and dilatational dissipation become important. Secondly, the shock-induced transition of a flat-plate laminar boundary layer with upstream disturbances is investigated for an oblique shock reflection with initial deflection θ = 2.5° at Mach 1.5. Low-dissipative Targeted Essentially Non-Oscillatory (TENO) schemes are found to offer improved resolution and reduced grid requirements at a comparable cost compared to conventional Weighted Essentially Non-Oscillatory (WENO) schemes. Low-dissipative schemes however are found to exhibit increased numerical oscillations in the vicinity of shocks unless the scheme weights are carefully chosen.
机译:冲击波和湍流之间的相互作用在航空实际应用中是普遍存在的。计算能力的最新进展已使隐式大涡模拟(iLES)和直接数值模拟(DNS)成为研究所涉及的潜在物理机制的可行工具。但是,解决这些问题的成功取决于所应用数值方案的不同要求。冲击捕捉方案通过在流动不连续性附近增加数值耗散来稳定解决方案,但具有阻尼小规模湍流的有害作用。在这项工作中,针对具有冲击的过渡流和湍流,在有限差分框架中评估了选择的低耗散和混合式冲击捕捉方法的效果。 Re = 1600时的经典泰勒-格林涡旋问题扩展到高达1.25马赫数的马赫数范围,其中可压缩性和膨胀耗散变得很重要。其次,研究了在上游扰动下平板状层流边界层的激振过渡,其初始挠曲为θ= 2.5°,斜率为1.5马赫。与传统的加权基本非振荡(WENO)方案相比,低耗散目标基本非振荡(TENO)方案可提供可比的成本,从而提高了分辨率,并降低了对网格的要求。然而,除非仔细选择方案权重,否则发现低耗散方案在冲击附近表现出增加的数值振荡。

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