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NUMERICAL SIMULATION OF AN ACOUSTICALLY DRIVEN RESONATOR WITH INTERNAL THIN PARALLEL PLATES

机译:具有内部薄平行板的声驱动谐振器的数值模拟

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Heat transfer and flow characteristics in a two-dimensional resonator with inside thin plates due to acoustic excitations are investigated numerically. The effect of the presence of the internal thin plates in the resonators is then studied. Such parallel plates (stacks) have been used in acoustic resonators for developing thermoacoustic refrigerators and thermoacoustic engines. A fully compressible form of the Navier-Stokes equations is considered for the numerical model and an explicit time-marching algorithm is used to track the acoustic waves and energy flux. Numerical solutions are obtained by employing a highly accurate flux corrected transport (FCT) algorithm. In the present model, the acoustic waves are induced by vibrations of the left wall, and the right wall is stationary. By neglecting the effect of side walls, the top and bottom boundary conditions are assumed to be symmetric. No simplifying assumption is made regarding the existence of the acoustic field. The interaction of acoustic standing waves with the internal parallel plates produces a temperature difference between the two ends which can be used for refrigeration or to do work (as a heat engine). The temperature differences are found to be significantly dependent on the location, length and gap of the internal plates. The model developed can be used for the analysis of flow and temperature fields driven by acoustic transducers, as well as in the design of high-performance resonators for thermoacoustic refrigerators and engines.
机译:数值研究了在内部薄板的二维谐振器中由于声激发引起的传热和流动特性。然后研究谐振器中内部薄板的存在的影响。这种平行板(叠层)已经用于声学谐振器中,以开发热声制冷机和热声发动机。数值模型考虑了Navier-Stokes方程的完全可压缩形式,并且使用了显式的时间步长算法来跟踪声波和能量通量。通过采用高精度的磁通校正传输(FCT)算法获得数值解。在本模型中,声波是由左壁的振动引起的,而右壁是固定的。通过忽略侧壁的影响,假定顶部和底部边界条件是对称的。关于声场的存在没有做任何简化的假设。声驻波与内部平行板的相互作用在两端之间产生温差,该温差可用于制冷或做功(作为热机)。发现温度差明显取决于内板的位置,长度和间隙。开发的模型可用于分析由声换能器驱动的流场和温度场,以及用于热声冰箱和发动机的高性能谐振器的设计。

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