首页> 外文期刊>Journal of Fluids Engineering: Transactions of the ASME >Numerical Investigations of Passive Scalar Transport in Turbulent Taylor-Couette Flows: Large Eddy Simulation Versus Direct Numerical Simulations
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Numerical Investigations of Passive Scalar Transport in Turbulent Taylor-Couette Flows: Large Eddy Simulation Versus Direct Numerical Simulations

机译:湍流Taylor-Couette流中被动标量输运的数值研究:大涡模拟与直接数值模拟

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The highly turbulent flow occurring inside (electro)chemical reactors requires accurate simulation of scalar mixing if computational fluid dynamics (CFD) methods are to be used with confidence in design. This has motivated the present paper, which describes the implementation of a passive scalar transport equation into a hybrid spectral/finite-element code. Direct numerical simulations (DNS) and large eddy simulation (LES) were performed to study the effects of gravitational and centrifugal potentials on the stability of incom-pressible Taylor-Couette flow. The flow is confined between two concentric cylinders with an inner rotating cylinder while the outer one is at rest. The Navier-Stokes equations with the uncoupled convection-diffusion-reaction (CDR) equation are solved using a code named spectral/finite element large eddy simulations (SFELES) which is based on spectral development in one direction combined with a finite element discretization in the remaining directions. The performance of the LES code is validated with published DNS data for channel flow. Velocity and scalar statistics showed good agreement between the current LES predictions and DNS data. Special attention was given to the flow field, in the vicinity of Reynolds number of 68.2 with radii ratio of 0.5. The effect of Sc on the concentration peak is pointed out while the magnitude of heat transfer shows a dependence of the Prandtl number with an exponent of 0.375.
机译:如果要在设计中可靠地使用计算流体动力学 (CFD) 方法,则(电)化学反应器内发生的高度湍流流动需要对标量混合进行精确仿真。这激发了本文的灵感,该论文描述了将无源标量传输方程实现为混合谱/有限元代码。采用直接数值模拟(DNS)和大涡模拟(LES)研究了重力势和离心势对不可压缩泰勒-库埃特流稳定性的影响。流动被限制在两个同心圆柱体之间,内部有一个旋转圆柱体,而外部圆柱体处于静止状态。Navier-Stokes方程与非耦合对流-扩散-反应(CDR)方程使用代号为谱/有限元大涡模拟(SFELES)的代号求解,该方程基于一个方向的光谱发展与其余方向的有限元离散化相结合。LES 代码的性能使用已发布的 DNS 数据进行信道流验证。速度和标量统计表明,当前 LES 预测与 DNS 数据之间具有良好的一致性。特别注意流场,在雷诺数 68.2 附近,半径比为 0.5。指出了Sc对浓度峰的影响,而传热幅度显示出普朗特数的依赖性,指数为0.375。

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