文章摘要
杨勃,徐禄文,王海涛,陈建明,徐大然.相干声线跟踪理论中的周期界面迭代散射 仿真方法*[J].,2021,40(6):889-896
相干声线跟踪理论中的周期界面迭代散射 仿真方法*
A coherent ray tracing method for room sound field simulation based on iterative scattering model
投稿时间:2021-01-05  修订日期:2021-11-05
中文摘要:
      界面声反射模拟是室内复杂声学现象仿真的关键。针对传统声学仿真方法对于周期散射结构存在条件下声场仿真精度较低的问题,本文发展了一种基于迭代散射模型的室内相干声线跟踪法。此方法以经典的相干声线跟踪法为基础,将室内中常见的周期散射结构进行几何形状上的简化处理,然后依据周期散射定理给出声波在界面上的散射方向及能量,并将原始声线迭代分裂为相应的散射子声线,继续对其跟踪处理,此迭代散射模型对周期散射结构上的界面散射现象进行了准确的模拟。数值验证结果表明,本文方法可以有效地在低频段提高室内声场仿真精度,可为具有复杂散射现象的室内仿真提供新思路。
英文摘要:
      The prediction of acoustic reflection is a key factor to the complex indoor acoustic simulation. the classical methods usually cannot achieve high accuracy of the indoor sound field simulation in the condition of there being periodic scattering structures in the room. For this problem, an indoor coherent ray tracing method based on iterative scattering model is developed in this paper. Based on the classical coherent acoustic ray tracing method, this method simplifies the geometric shape of the periodic scattering structure commonly used in the room, and then gives the scattering direction and energy of the acoustic wave on the interface according to the periodic scattering theorem. Then, the original ray is iteratively scattered into several sub rays and these rays are continuously traced. Based on this model, the interface scattering phenomenon can be accurately simulated. The numerical verification shows that the proposed method can effectively improve the accuracy of indoor acoustic field simulation in low frequency band, which provides a new support for indoor simulation with complex scattering phenomenon.
DOI:10.11684/j.issn.1000-310X.2021.06.011
中文关键词: 声场仿真  周期界面  迭代散射模型  相干声线法
英文关键词: sound field simulation  periodic surface  iterative scattering model  coherent ray method
基金项目:国家自然科学基金项目(面上项目,重点项目,重大项目)
作者单位E-mail
杨勃 国网重庆市电力公司电力科学研究院 375260215@qq.com 
徐禄文 国网重庆市电力公司电力科学研究院 xuluwen@126.com 
王海涛* 西北工业大学航海学院 wht@nwpu.edu.cn 
陈建明 国网重庆市电力公司信息通信分公司 chen_jianming@126.com 
徐大然 重庆市送变电工程有限公司 xudaran@126.com 
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