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Characteristic boundary conditions and its application to resonance tube

机译:特征边界条件及其在共振管中的应用

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To investigate the pressure pulsation in a resonance tube, a computer program based on the unsteady compressible Euler equations has been developed. The convective terms are constructed using a Roe's approximate Riemann solver and MUSCL for high accuracy is employed. To limit oscillations near shocks, Koren's differentiable limiter is adopted and an explicit two-step Runge-Kutta method is used for time integration. Several characteristic boundary conditions suggested by Thompson, Watson-Myers and Hwang were tested and discussed to understand their physical meanings. Through the above tests, appropriate boundary conditions are selected and applied to simulate the pressure pulsation in the resonance tube. The calculation results are compared with the experiment by Merkli and Thomann. The computed amplitude and the period of pressure pulsation showed good agreement with experiment except peaks. It is believed that the practical engineering problems concering acoustics can be directly simulated using Euler equations.
机译:为了研究共振管中的压力脉动,已经开发了基于非稳态可压缩欧拉方程的计算机程序。对流项使用Roe近似Riemann求解器构造,并使用MUSCL进行高精度计算。为了限制冲击附近的振荡,采用了Koren的微分限制器,并使用了明确的两步Runge-Kutta方法进行时间积分。测试并讨论了汤普森,沃森-迈尔斯和黄某建议的几个特征性边界条件,以了解它们的物理含义。通过以上测试,选择合适的边界条件并应用于模拟共振管中的压力脉动。计算结果与Merkli和Thomann的实验进行了比较。除峰值外,计算的振幅和压力脉动的周期与实验吻合良好。可以相信,使用Euler方程可以直接模拟涉及声学的实际工程问题。

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