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Boundary Element Analysis of Reactive Mufflers and Packed Silencers with Catalyst Converters

机译:带有催化转化器的消声器和填充式消声器的边界元分析

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This paper reviews recent developments in the application of the boundary element method (BEM) to muffler and silencer analysis. Initial results of modeling built-in catalyst converters are also presented. A so-called ?¢a???“direct mixed-body boundary element method?¢a??? has been developed for muffler and silencer analysis since 1996. The idea of the method is to integrate all kinds of different boundary and internal surfaces into a single integral equation set without using the conventional multi-domain approach, even though there may be different media in the domain. A key ingredient in this method is the hypersingular integral equation. The concept of the direct mixedbody BEM is not totally against the conventional multi-domain BEM, though. For very large structures or at high frequencies, a multi-domain or substructuring approach is still necessary in order to reduce the memory usage as well as the computation time. With the direct mixed-body BEM, each substructure does not need to be a well-defined and homogeneous subdomain. As such, substructuring can be done more naturally along the longitudinal direction. Catalyst converters may also be modeled as a modular in the general framework of substructuring. Several test cases are presented with experimental verification, including two cases with built-in converters.
机译:本文回顾了边界元方法(BEM)在消声器和消声器分析中的应用的最新进展。还介绍了对内置式催化转化器进行建模的初步结果。所谓的“直接混合体边界元法”自1996年以来,已经开发出用于消声器和消音器分析的方法。该方法的思想是将各种不同的边界和内表面集成到单个积分方程组中,而无需使用常规的多域方法,即使其中可能存在不同的介质。域。该方法的关键要素是超奇异积分方程。但是,直接混合体BEM的概念并不完全违背传统的多域BEM。对于非常大的结构或在高频下,仍然需要多域或子结构化方法,以减少内存使用量和计算时间。使用直接混合体边界元法,每个子结构都不必是定义明确且同质的子域。这样,可以沿纵向更自然地完成子结构。在子结构的一般框架中,也可以将催化剂转换器建模为模块化。提出了一些带有实验验证的测试用例,其中两个带有内置转换器。

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