首页> 外文会议>International Congress on Sound and Vibration >SIMULATING SOUND PROPAGATION IN INFINITE DOMAINS WITH AN EFFICIENT FINITE ELEMENT APPROACH
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SIMULATING SOUND PROPAGATION IN INFINITE DOMAINS WITH AN EFFICIENT FINITE ELEMENT APPROACH

机译:用高效的有限元方法模拟无限域中的声音传播

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When studying unbounded wave propagation phenomena, the Sommerfeld radiation condition has to be fulfilled. Here, the Scaled Boundary Finite Element Method (SBFEM) is presented to treat such acoustical problems in an exterior domain. In contrast to a simulation with a standard Finite Element Method (FEM) no spurious energy is reflected back into the domain, when using a coupled FE/SBFE approach, which is applied to frequency and time domain analysis. Finally the results gained by a coupled FE/SBFE approach are compared to those based on a BEM or coupled FEM/BEM simulation. The comparison shows that the results are close with similar CPU time consumption. The advantage of the presented approach is that the SBFEM is easy to incorporate in any finite element code. Furthermore, at the SBFEM the results of the calculated influence of the infinite far-field is stored, so different load cases and geometries of the near-field can be simulated with this method without high costs. Therefore, the practical relevance is high.
机译:在研究无界波传播现象时,必须满足Sommerfeld辐射条件。这里,提出了缩放的边界有限元方法(SBFEM)以在外部域中治疗这种声学问题。与标准有限元方法(FEM)的模拟相反,当使用耦合的FE / SBFE方法时,没有寄生能量反射回域中,该方法应用于频率和时域分析。最后,通过基于BEM或耦合的FEM / BEM模拟进行比较通过耦合FE / SBFE方法获得的结果。比较表明,结果与相似的CPU时间消耗接近。所提出的方法的优点是SBFEM易于包含在任何有限元码中。此外,在SBFEM上,存储无限远场的计算影响的结果,因此可以利用这种方法模拟近场的不同负载案例和几何形状,而没有高成本。因此,实际相关性很高。

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