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利用三角形前向展开法追踪温度梯度场中的声线路径
引用本文:王明吉,王瑞雪. 利用三角形前向展开法追踪温度梯度场中的声线路径[J]. 中国电机工程学报, 2007, 27(5): 29-33
作者姓名:王明吉  王瑞雪
作者单位:大庆石油学院电子科学学院,黑龙江省,大庆市,163318
摘    要:声波在温度梯度场中传播路径的弯曲效应是影响声学法温度场重建精度的一个重要因素,因而有必要弄清温度梯度场中声波的真实传播路径。二维声线追踪的三角形前向展开法,以几何声学为理论基础,对空间进行三角形划分,由斯涅尔法则确定声线路径。该文使用二维空间中的三角形前向展开方法,对二维温度梯度场中的声线轨迹进行追踪,并分别在具体的单峰对称温度场和单峰偏斜温度场模型中,对该声线追踪算法进行了仿真计算和分析。仿真结果表明,温度梯度场中的声波路径发生了明显的弯曲,并且由高温区域向低温区域弯曲。仿真结果与理论结果是一致的。

关 键 词:三角形前向展开法  声线追踪  温度梯度场  斯涅尔法则  线性声速场  仿真
文章编号:0258-8013(2007)05-0029-05
收稿时间:2006-04-14
修稿时间:2006-04-14

Acoustic Ray Tracing in Two-dimensional Temperature Gradient Field by Deploying Triangles
WANG Ming-ji,WANG Rui-xue. Acoustic Ray Tracing in Two-dimensional Temperature Gradient Field by Deploying Triangles[J]. Proceedings of the CSEE, 2007, 27(5): 29-33
Authors:WANG Ming-ji  WANG Rui-xue
Abstract:The acoustic wave refraction in temperature gradient field is an important factor that affects the reconstructing accuracy of temperature field by acoustic method,so it is important to investigate on the true propagation paths of acoustic wave in two-dimensional temperature gradient field.The two-dimensional acoustic ray tracing method by forward deploying triangle,which is based on the geometric acoustics,divides the space by triangles and then confirms the acoustic ray tracing by Snell rule.This paper investigated the true propagation paths of acoustic wave in two-dimensional temperature gradient field-single peaked symmetry and deflective respectively,using the two-dimensional acoustic ray tracing method of forward deploying triangle.Besides,a simulating calculation and analysis of this acoustic ray tracing algorithm in model temperature was given.The simulating result shows that the acoustic wave has an obvious refractive effect,which is refracting from the high temperature field to the low temperature field.The simulating result is consistent well with the theoretical estimate.
Keywords:forward deploying triangles  acoustic ray tracing  temperature gradient field  Snell rule  linear acoustic speed filed  simulation
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