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Unsteady numerical simulation of double diffusive convection heat transfer in a pulsating horizontal heating annulus

机译:脉动水平加热环中双扩散对流换热的非定常数值模拟

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摘要

A numerical study is conducted on time-dependent double-diffusive natural convection heat transfer in a horizontal annulus. The inner cylinder is heated with sinusoidally-varying temperature while the outer cylinder is maintained at a cold constant temperature. The numerical procedure used in the present work is based on the Galerkin weighted residual method of finite-element formulation by incorporating a non-uniform mesh size. Comparisons with previous studies are performed and the results show excellent agreement. In addition, the effects of pertinent dimensionless parameters such as the thermal Rayleigh number, Buoyancy ratio, Lewis number, and the amplitude of the thermal forcing on the flow and heat transfer characteristics are considered in the present study. Furthermore, the amplitude and frequency of the heated inner cylinder is found to cause significant augmentation in heat transfer rate. The predictions of the temporal variation of Nusselt and Sherwood numbers are obtained and discussed.
机译:在水平环空中对时间相关的双扩散自然对流换热进行了数值研究。内筒以正弦变化的温度加热,而外筒则保持在恒定的低温下。本工作中使用的数值程序是基于Galerkin加权残差法的有限元公式化,并结合了不均匀的网格尺寸。与以前的研究进行了比较,结果显示出极好的一致性。另外,在本研究中考虑了相关的无量纲参数,例如热瑞利数,浮力比,刘易斯数以及热强迫幅度对流动和传热特性的影响。此外,发现加热的内筒的幅度和频率引起传热速率的显着增加。获得并讨论了Nusselt和Sherwood数随时间变化的预测。

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