超声检测声场计算模型的建立与仿真软件的开发
The Establishment of Ultrasonic Field Calculation Model and the Development of Simulation Software
摘 要
基于瑞利积分和Pencil法, 建立了声场半解析法计算模型; 基于基尔霍夫近似, GTD和波恩近似理论, 建立了超声场与缺陷相互作用的半解析法计算模型。以半解析法计算模型为核心, 开发了超声检测计算分析系统UT-CAS。该系统可实现超声检测发射声场和缺陷回波声场的快速计算, 可应用于探伤工艺设计、声场和缺陷信号辅助分析以及无损检测人员培训等。
声场
计算模型
半解析法
仿真软件
Ultrasonic testing
Acoustic field
Calculation model
Semi-analytical method
Simulation software
Abstract
The semi-analytical model used for the calculation of ultrasonic field was proposed based on Rayleigh Integration and Pencil method, and the semi-analytical model used for the calculation of crack face, crack edge and inclusion echo was proposed based on Kirchhoff approximation, GTD and Born approximation. An ultrasonic testing calculation and anlysis system(UT-CAS) was deveopled based on these models. UT-CAS could give a fast calculation of the radiated acoustic field and defect echo, and was helpful for data analysis, performance demonstration and NDT training.
中图分类号 TG115.28
所属栏目 科研成果与学术交流
基金项目
收稿日期 2008/10/28
修改稿日期
网络出版日期
作者单位点击查看
备注丁辉(1961-), 男, 教授, 博士, 从事无损检测与结构完整性评定研究。
引用该论文: DING Hui,ZHANG Jun,ZHANG Yi-Cheng,WANG Zhong-Ya,LI Xiao-Hong. The Establishment of Ultrasonic Field Calculation Model and the Development of Simulation Software[J]. Nondestructive Testing, 2009, 31(8): 614～618
丁辉,张俊,张益成,王中亚,李晓红. 超声检测声场计算模型的建立与仿真软件的开发[J]. 无损检测, 2009, 31(8): 614～618
被引情况:
【1】沙正骁,刚铁,赵新玉, "超声换能器声场的模拟和可视化研究",无损检测 33, 2-6(2011)
【2】马君鹏,李晓红,李夕强,张俊,杨贤彪,刘叙笔,丁杰, "基于MAPOD的异形结构焊缝超声检测可靠性",无损检测 36, 60-64(2014)
【3】孙朝明, "超声波检测中波型转换的计算分析",无损检测 36, 10-13(2014)
【4】张益成,邱进杰,蔡家藩,聂勇,卢威, "核电枞树型汽轮机叶片根部的超声相控阵检测技术",无损检测 36, 38-41(2014)
【5】张益成,李晓红,丁辉, "基于声场计算的管道曲率对焊缝二次波检测的影响",无损检测 33, 5-8(2011)
共有人对该论文发表了看法，其中：
人认为该论文很差
人认为该论文较差
人认为该论文一般
人认为该论文较好
人认为该论文很好
参考文献
【1】单洪彬, 李明, 程怀东.国外超声仿真软件的研究进展[J].无损检测,2008,30(7): 1-6.
【2】李太宝. 计算声学[M].北京: 科学出版社,2003.
【3】Rose J L.固体中的超声波[M].何存富,译.北京: 科学出版社,2004.
【4】Nicolas Gengembre, Alain Lhemery. Pencil mehtod in elastodynamics: application to ultrasonic field computation[J]. Ultrasonics,2000,38(3): 495-499.
【5】Georges A Deschamps. Ray techniques in electromagnetics[J]. Proceedings of the IEEE,1972,60(9): 1022-1035.
【6】Lhemery A. Impulse response method to predict echo responses from defects in solids. Part1. Theory[J]. J Acoust Soc Am,1995,98(4): 2197-2208.
【7】Bostrom A, Bovik P. Ultrasonic scattering by a side-drilled hole[J]. International Journal of Solids and Structures,2003,40(13): 3493-3505.
【8】Acheback J D. Ray Methods for Waves in Elastic Solids with Applications to Scattering by Cracks[M]. Boston: Pitma Advanced Pub,1982.
【9】Butin L, Lhemery A, Calmon P. A model for predicting effects of surface wave propagation on the echo response from planar cracks[J]. Ultrasonics,1998,36(3): 133-140.
【10】Robert G Kouyoumjian. A uniform geometrical theory of diffraction for an edge in a perfectly conduction surface[J]. Proceedings of the IEEE,1974,62(11): 1448-1461.
【11】Gubernatis J E. Formal aspects of the theory of the scattering of ultrasound by flaws in elastic materials[J]. Journal of Applied Physics,1977,48(7): 2804-2811.
【12】Lhemery A, Calmon P, Chatillon S. Modelling of ultrasonic fields radiated by contact transducer in a component of irregular surface[J]. Ultrasonics,2002,40(4): 231-236.
【13】Ying C F, Rohn Truell. Scattering of a plane longitudianl wave by a spherical obstacle in an isotropically elastic solid[J]. Journal of Applied Physics,1956,27(9): 1086-1097.
【2】李太宝. 计算声学[M].北京: 科学出版社,2003.
【3】Rose J L.固体中的超声波[M].何存富,译.北京: 科学出版社,2004.
【4】Nicolas Gengembre, Alain Lhemery. Pencil mehtod in elastodynamics: application to ultrasonic field computation[J]. Ultrasonics,2000,38(3): 495-499.
【5】Georges A Deschamps. Ray techniques in electromagnetics[J]. Proceedings of the IEEE,1972,60(9): 1022-1035.
【6】Lhemery A. Impulse response method to predict echo responses from defects in solids. Part1. Theory[J]. J Acoust Soc Am,1995,98(4): 2197-2208.
【7】Bostrom A, Bovik P. Ultrasonic scattering by a side-drilled hole[J]. International Journal of Solids and Structures,2003,40(13): 3493-3505.
【8】Acheback J D. Ray Methods for Waves in Elastic Solids with Applications to Scattering by Cracks[M]. Boston: Pitma Advanced Pub,1982.
【9】Butin L, Lhemery A, Calmon P. A model for predicting effects of surface wave propagation on the echo response from planar cracks[J]. Ultrasonics,1998,36(3): 133-140.
【10】Robert G Kouyoumjian. A uniform geometrical theory of diffraction for an edge in a perfectly conduction surface[J]. Proceedings of the IEEE,1974,62(11): 1448-1461.
【11】Gubernatis J E. Formal aspects of the theory of the scattering of ultrasound by flaws in elastic materials[J]. Journal of Applied Physics,1977,48(7): 2804-2811.
【12】Lhemery A, Calmon P, Chatillon S. Modelling of ultrasonic fields radiated by contact transducer in a component of irregular surface[J]. Ultrasonics,2002,40(4): 231-236.
【13】Ying C F, Rohn Truell. Scattering of a plane longitudianl wave by a spherical obstacle in an isotropically elastic solid[J]. Journal of Applied Physics,1956,27(9): 1086-1097.
相关信息
