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Performance Analysis ofWave Field Simulation with theFunctional Transformation Method

机译:功能变换法的波场仿真性能分析

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The application of the Functional Transformation Method (FTM) for the simulation of acoustical wave fieldshas been recently extended to complex room geometries by the usage of so called "block-based" modelingtechniques. The complete model is split into several elementary blocks with simple geometry, which aresolved separately with the FTM and reconnected in the discrete system with Wave Digital Filter (WDF)principles. Concerning the performance of this algorithm, two questions arise: how much additional error isintroduced compared with an all-in-one FTM solution, and how accurate are the FTM simulations comparedwith classical methods (e.g. digital waveguide meshes). This paper offers an answer for both questions byproving, that the worst-case scenario of the proposed procedure, I.e. minimum size block models, is identicalto a waveguide mesh. The complete derivation is first performed for 1D models and then extended to 2Dwave fields, demonstrating the equivalence of minimum-size block-based FTM modeling and digital waveguidemeshes.
机译:功能变换法(FTM)在声波场模拟中的应用 通过使用所谓的“基于块的”建模,最近已扩展到复杂的房间几何形状 技术。完整的模型分为几个具有简单几何形状的基本块,分别是 与FTM分开解决,并在离散系统中与Wave Digital Filter(WDF)重新连接 原则。关于该算法的性能,出现两个问题:有多少附加误差? 与多合一FTM解决方案进行比较,并比较了FTM仿真的准确性 使用经典方法(例如数字波导网格)。本文通过以下两个方面为这两个问题提供了答案 证明所提议程序的最坏情况是最小尺寸的块模型,相同 到波导网格。首先对一维模型执行完整推导,然后扩展到二维 波场,证明了最小尺寸的基于块的FTM建模与数字波导的等效性 网格。

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