期刊文献+

焊管内裂纹电磁激励红外无损检测数值模拟 被引量:5

Numerical simulation of electromagnetic exciting infrared NDT of internal crack in welding pipe
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摘要 研究ANSYS有限元模拟下基于电磁激励红外热像的直缝焊管内部裂纹检测,为实践提供有价值的参考依据。根据感应加热原理,建立了电磁场和温度场的数学模型,进行两个场的顺序耦合分析,通过改变裂纹埋藏深度、线圈位置、材料物性、感应加热时间,探讨其对内部裂纹可检测规律的影响。仿真结果表明,内部裂纹的存在影响试件表面的温度场,并且随着埋藏深度的增加以及线圈位置偏离越远,表面获得的温度也随之下降,铁磁性材料更容易被检测出来,通过选择合适激励频率或电流强度、线圈位置,红外热像仪能够探测到内部裂纹的存在。 To provide valuable references for practice, a finite element analysis software ANSYS is used to simulate non-destructive testing(NDT) of internal crack in straight seam welding pipe by electromagnetic exciting infrared ther- mography. The mathematical model of electromagnetic field and temperature field is built according to the induction heating principle. The order coupling analysis of two fields is conducted, and the influence of internal crack of welding pipe on detection law are discussed through changing the buried depth, coil position, materials and induction heating time. The results indicate that internal crack influences the temperature of specimen surface, and the surface tempera- ture decreases with increase of the buried depth and coil eccentric distance. Besides, the ferromagnetic material is more likely to be detected. The existence of internal cracks can be detected by selecting the appropriate excitation fre- quency or current intensity and the coil position.
出处 《激光与红外》 CAS CSCD 北大核心 2014年第1期25-29,共5页 Laser & Infrared
基金 中央高校基本科研业务费专项资金(No.2009Kj05) 国家自然科学基金项目(No.51075388)资助
关键词 直缝焊管 内部裂纹 红外热像 数值模拟 规律 straight seam welding pipe internal crack thermography numerical simulation laws
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参考文献10

  • 1李国华;吴淼.现代无损检测与评价[M]{H}北京:化学工业出版社,2009.
  • 2曹丹,屈惠明.基于有限元的材料红外无损检测研究[J].激光与红外,2013,43(5):513-517. 被引量:8
  • 3王成亮,杨波.飞机复合材料超声红外无损检测实验研究[J].激光与红外,2010,40(4):376-379. 被引量:23
  • 4Liu Guofei,Li Guohua. Numerical simulation of defect in-spection using electromagnetically stimulated thermogra-phy[J].Journal of Shanghai Jiao tong University(Sci-ence),2011,(03):262-265.
  • 5N Tsopelas,N J Siakavellas. Electromagnetic-thermal NDT in thin conducting plates[J].{H}NDT & E International,2008,(39):391-399.
  • 6Matej Kranjc,Anze Zupanic. Numerical analysis and ther-mographic investigation of induction heating[J].NDT &E International,2010,(53):3585-3591.
  • 7A Risitano,G Risitano. Cumulative damage evaluation of steel using infrared thermography[J].Theoretical and Ap-plied Fracture Mechanics,2010,(02):82-90.
  • 8Liu Junyan,TangQingju,LiuXun. Research on the quantitative analysis of subsurface defects for non-de-structive testing by lock-in thermography[J].{H}NDT & E International,2012.104-110.
  • 9Mengchun Pan,Yunze He. Defect characterisation using pulsed eddy current thermography under transmission mode and NDT applications[J].NDT and E Internation-al,2012.28-36.
  • 10杨世铭;陶文铨.传热学[M]{H}北京:高等教育出版社,1998.

二级参考文献14

  • 1陈祥宝.先进树脂基复合材料的发展和应用[J].航空材料学报,2003,23(z1):198-204. 被引量:66
  • 2刘光廷,邱德隆.三维热传导问题的间接边界元法[J].清华大学学报(自然科学版),1996,36(1):8-12. 被引量:5
  • 3Choi Man yong,Kang Kisoo,et al.Fatigue Crack Detection by Ultrasound Infrared Thermography[C]//The 17th World Conference on Nondestructive Testing,2008.
  • 4Yang Bo,Wang Cheng-liang.Thermal non-destructive testing technology of aircraft composite material[C]//The 9th IEEE International Conference on Electronic Measurement & Instruments,2009,(2):557-562.
  • 5N P Avdelidis, D P Almond. Through skin sensing assessment of aircraft structures using pulsed thermography[ J]. NDT & E International, 2004,37 (5) : 353 - 359.
  • 6C Ibarra-Castanedo, N P Avdelidis, X Maldague. Qualitative and quantitative assessment of steel plates using pulsed phase thermography [ J ]. Materials Evaluation, 2005,63 ( 11 ) :1128 - 1133.
  • 7Ravibabu Mulaveesala, Sanjay Awasthi, Suneet Tuli. Infrared non-destructive characterization of boiler tube [ J ]. Sensor Letters, 2008,6 (2) : 312 - 318.
  • 8G Busse, P Eyerer. Thermal wave remote and nondestruc- tive inspection of polymers [ J ]. Applied Physics Letters, 1983,43 (4) :355 - 357.
  • 9Edward Hensel, Richard Hills. Steady-state two-dimensional Inverse heat conduction [ J ]. Numerical Heat Transfer, 1989,15 (2) : 227 - 240.
  • 10A Pourshaghaghy, F Kowsary, A Behbahaninia. Comparison of four different versions of the variable metric method for solving inverse heat conduction problems [ J ]. Heat Mass Transfer,2007,43 (3) :285 - 294.

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