Advances in Research on Electromagnetic Heating Effects to Stop Crack Propagation in Metal Components

International Journal of Nonlinear Sciences and Numerical Simulation

Volumn 4, Issue 1, 2003, Pages 47-58

  Bai, Xiang Zhong ^a   Fu, Yu Ming ^a   Zhang, Hui Hui ^a  

^a YANSHAN UNIVERSITY   (China)

Author keywords

Crack; Crack prevention; Electromagnetic heating effects; Metal component

Indexed keywords

EID: 0037241431     PISSN: 15651339     EISSN: None     Source Type: Journal    
DOI: None     Document Type: Article

References (54)

1. Shindo, Y. Impact Response of a Cracked Soft Ferromagnetic Medium. Acta Mechanica, 1985, 57:99-112
2. Shindo, Y. The Linear Magnetoelastic Problem of a Uniform Current Flow Disturbed by a Penny - Shaped Crack in a Constant Axial Magnetic Field. Engineering Fracture Mechanics, 1986, 23(6):977-982
3. Shindo, Y. Dynamic Bending of Cracked Soft Ferromagnetic Plate in Uniform Magnetic Field. Theoretical and Applied Fracture Mechanics, 1991, 15:207-217
4. Shindo, Y., Katsura, H., Yan, W. Dynamic Stress Intensity Factor of a Cracked Dielectric Medium in a Uniform Electric Field. Acta Mechanica, 1996, 117:1-10
5. Finkelj, V.M., Golovin, IU.I., Sletkov, A.A. The Possibility of Crack Preventing under The Action of The Pulse Electric Current, The Reports of The (former) Soviet Academy of Science, 1976.227(4): 848-857
6. Finkelj, V.M., Golovin, IU.I., Sletkov, A.A. Destroy The Crack Tip Using A Strong Electromagnetic Field, 1977.273(2): 325-327
7. Bai, Xiangzhong. Theoretical study and application of the magnet- elasticity and thermo-elasticity. Chinese Journal of Mechanics Advance. 1996, 26(3): 389-406.
8. Kudriavcev, B.A., Parton, V.Z., Rubinskij, B.D. Magneto-Heat-Elastic Field in A Body with A Semi-Infinite Crack, Journal of Mathematics and Mechanics, 1980, 44(5): 916-922
9. Parton, V.Z., Kudriavcev, B.A, Rubinskij, B.D. The Crack Propagating under The Action of A Electromagnetic Field, The Report of The (former) Soviet Academy of Sciences, 1980. 250(5): 1096-1100
10. Finkelj V.M, Physical Basis for Destruction Preventing, Moscow, Metallurgical Press, 1977.1
11. Finkelj, V.M., Muravin, G.B.,.Lezvinskaia, L.M. The Possibility of Cracks Preventing in a Tube by The Action of a Thermo-Elastic Field, Journal of Intensity Problems, 1975.8: 100-104
12. Shindo, Y. The Linear Magnetoelastic Problem for a Soft Ferromagnetic Elastic Solid with a Finite Crack. ASME J.Appl. Mech. 1977, 44: 47-50
13. Shindo, Y. Magnetoelastic Interaction of a Soft Ferromagnetic Elastic Solid With a Penny-Shaped Crack in a Constant Axial Magnetic Field. ASME J. Appl. Mech, 1978, 45:291-296
14. Yamamoto, Y., Miya, K.Electromagheto-mechanical Interactions in Deformable Solids and Structures. Amsterdam: North-Holland,1987.
15. Rosenvasser, S. N., Miller, P., Dalessandro, J. A., Rawls, J. M., Toffolo, W. E., Chen, W. The Application of Martensitic Stainless Steels in Long Lifetime Fusion First Wall/Blankets. J.Nucl.Mater 85 and 86 Pt.A, 1979:177-182
16. Moon, F. C., Hara, K. Buckling Induced Stresses in Martensitic Stainless Steels for Magnetic Fusion Reactors, Nucl. Eng, 1982, 71(1): 27-31
17. Miya, K., Rizana, T., Semeya, K. Analysis of The Magnetomechanical Behavior of a Ferromagnetic Beam Plate. Fusto-Des, 1987, 5(2): 167-180
18. Dreviannikov, V. I., Lazarev.V. IU. Peshkov B.P. The Application of Static or Dynamic Strength and Elasticity in A Deformation System, Dissertation Collects of All (former) Soviet Colleges and Universities Academic Conferences, 1982, Golgio University, Golgio City, 1982
19. Eringen, AC. Unified Continuum Theory of Electrodynamics of Liquid Crystals. International Journal of Engineering Science, 1997, 25(12-13):1137-1157
20. Sumi, Naobumi. Dynamic Thermal Stresses in a Finite Circular Plate with a Penny-Shaped Crack Generated by Impulsive Heating. Nippon Kikai Gakkai Ronbunshu, A Hen/Transactions of the Japan Society of Mechanical Engineers, Part A v 61 n581 Jan 1995, 13-19
21. Shibui, M., Sawada, Y. Applicability of in Situ Welded Joint to a High Field Solenoid Coil For a TOKAMAK system. V 2. Publish by Pergamon Press, Oxford, Engl and New York: NY, USA.1984.1457-1462
22. Yagawa, G.,Yoshimura, S. On The Dynamic Fracture Toughness and Crack Tip Strain Behavior of Nuclear Pressure Vessel Steel: Application of Electromagnetic Force. Nuclear Engineering and Desing, 1986, 97(2): 195-209
23. Yoshimura, S., Yagawa, G. Determination of Dynamic Fracture Toughness of Nuclear Pressure Vessel Steel Using Electromagnetic Force. Transactions of the International Conference on Structural Mechanics. 1986
24. Teramoto, T., Nagai, T. Numerical Analysis on Fracture Behavior of a Single-edge-cracked Plate. Reactor Technology 8th vG.Amsterdam: North-Holland, 1985.1-6
25. Kobidze, G., Lord, W. Tight Crack Subjected to Electromagnetic Force. Fusion Engineering and Design, 1998, 42(3)Pt C: 389-394
26. Asanian, D.D. The Stress and Strain State in A Magneto-Elastic Layer with A Crack by the Effect of A Forced Electromagnetic Field, Journal of Solid Mechanics, 1997.4: 61 - 68
27. Asanian, D.D., Bagdasarian, G.E. The Stress and Strain State in A Magneto-Elastic Layer with A Semi-Infinite Crack in The Action of A Forced One-Way Electromagnetic Field, Journal of Academy of Sciences, 1997.50(2): 12 - 20
28. Morimoto, Kazuo, Urabe,Yoshio etc. Development of In-operation-inspection Technique to Detect Crack of Vessels in Nuclear Power Plant by Ultrasonic Testing method. Fatigue/tFracture, NDE, Materials and Manufacturing Proceedings of the International Conference on Pressure Vessel Technology, ICPVT v 1 1996.ASME.New York: NY, USA. 1996.427-432
29. Cochran, A., Donaldson, G. B. SQUIDS for NDT. The Technology and its Capabilities. British Journal of Non-Destructive Testing v 35 n 4 Apr 1993.Engl:1993.173-182
30. Takaki, Keisuke., Sakane, Masao. Low-cycle Fatigue Crack Detection A.C. Potential Drop Method for CoCrAlY Coated 738LC Ni Base Superalloy.Zairyo/ Journal of the Society of Materials Science, Japan v 46 n 1 Jan 1997. Japan: 1997.58-64
31. Nakasone, Yuuji., Hiraga, Keijiro. etc. Electromagnetic Impact Fracture of Ti-6Al-4V Alloy and 25Mn-5Cr-1Ni Steel at Cryogenic Temperature. Proceedings of the Seventh International Cryogenic Materials Conference-Held with the Cryogenic Engineering Conference-CEC.Advances in Cryogenic Engineering v 34. ICMC Publ by Plenum Publ Corp, NewYork:NY, USA., 1988.405-412
32. Christner, B. K., Long, D. L., Rummel, W. D. Measurement and Correlation of Eddy Current Field Inte-Ractions with Material and Flaw Dimension Variables. Review of Progress in Quantitative Nondestructive Evaluation, 1988, 7(A): 207-214
33. Monahan, Craig C, Dover, William D.Early Fatigue Crack Shape Development in Welded Tubular Joints. Proceedings of the International Conference on Offshore Mechanics and Arctic Engineering-OMAE v 3 1995. New York:NY USA, 1995.223-231
34. Kovalenko, Volodymyr, S. Gas-powder Laser Cladding with Electro-magnetic Agitation. Laser Institute of America, Proceedings v 83 n 2 1997. Laser Inst of America, Orlando:FL, USA, 1997.F21-F26
35. V.M.Finkecj, G.B.Muravin, V.V.Chernyj, A. A.Shibkov, Pulse Experiments in A Pipe-Shaped Specimen, The Factory Laboratory. 1974, 40(1): 101-103
36. Golovin, IU. I., Finkelj,V.M. Sletkov, A.A. Shibkov, A.A. The Dynamics of The Materials on The Crack Tip Being Destroyed under The Action of The Strong Electromagnetic Field, Journal of Physics and Chemistry in Material Processing, 1978.2:40 - 46
37. Golovin.IU. I., Finkelj, V.M., Sletkov, A.A. The Crack Propagating Power in A Cast-Iron Being Affected by The Pulse Electric Current, Journal of Intensity Problems, 1977. 2: 86 - 91
38. Bai, Xiangzhong., Hu,Yuda. Electromagnetic Heat Effect and Its Application of Crack Preventing in A Thin Conductive Plate, Digests of Chinese Academic Periodicals, 1999. vol. 15. No 3: 354 - 360
39. Bai, Xiangzhong., Hu, Yuda. The Stress Field around The Crack Tip in A Conductive Plate on The Instant When The Electric Current Is Switched on, Chinese Journal of Mechanical Strength, 2000. vol.22. No.3: 231-233
40. Bai, Xiangzhong., Hu,Yuda. The Dimension Effect of Crack Preventing by The Electromagnetic Heat Effect, Journal of Yanshan University, 1999.23(3):196 - 198
41. Bai, Xiangzhong., Qiao, Guiying. The Temperature Field on The Crack Tip under The Influence of A Pulse Electric Current in A Thin Conductive Plate, Chinese Journal of Experimental Mechanics, 2000. vol.15 No.3: 354-360
42. Bai, Xiangzhong., Experimental Study of Crack Preventing by The Electromagnetic heating effect, Chinese Journal of Experimental Mechanics, 2000.Vol. 15. No3: 354 - 360
43. Zienkiewicz, O.C. The Finite Elemet Method in Engineering Science..London, 1978.
44. Hsu, M.B."Modeling of Coupled-Electrical Problems by the Finite Element Method." Third International Symposium on Numerical Methods for Engineering, Paris, March, 1983.
45. He, J.H. Variational theory for linear magneto-electro-elasticity, International Journal of Non-Linear Science and Numerical Simulationm, 2(4), 2001, 309-316
46. He, J.H. Minimum energy principles and generalized variational principles of nonlinear piezoelectricity, Journal of Theoretical and Applied Mechanics, 31(2), 2001, 89-96
47. He, J.H. Hamilton Principle and Generalized Variational Principles of Linear Thermopiezoelectricity, ASME J. Applied. Mechanics, 68(4), 2001, 666-667
48. He, J.H. A remark on Lagrange multiplier method (I), Int. J. Nonlinear Sciences and Numerical Simulation, 2(2), 2001, 161-164
49. He, J.H. Coupled variational principles of piezoelectricity, Int. J. Engineering Sciences, 39(3), 2000, 323-341
50. He, J.H. A variational approach to electroelastic analysis of piezoelectric ceramics with surface electrodes, Mechanical Research Communications, 27(4), 2000, 445-450
51. He, J.H. Generalized variational principles for nonlinear thermopiezoelectricity, Facta Universitatis, Series : Mechanics, Automatic Control & Robotics, Vol2, No. 10/2, 2000, 1253-1261
52. He, J.H. A Classical Variational Model for Micropolar Elastodynamics, International J. of Nonlinear Sciences and Numerical Simulation, 1(2), 2000: 133-138
53. He, J.H. A coupling method of homotopy technique and perturbation technique for nonlinear problems, International J. of Nonlinear Mechanics, 35(1), 2000: 37-43
54. He, J.H. Approximate solution for nonlinear differential equations with convolution product nonlinearities, Computer Methods in Applied Mech. & Engineering, 167(1998): 69-73