橡周辺動向調査表紙目次.PDF

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40 3.1.3TIG PTP NO.65 P CCD CCD ND CCD 80 TIG NO.59 P TIG 50%He+50%Ar CCD TIG 4 CCD NO.58 P TIG VOL.69,NO.7 P TIG 1 4

41 3-9 TIG VOL.16,NO.1 P TIG TIG TIG VOL.33,NO.10 P CCD 10 CCD NO.65 P CCD TIG 11 NO.58 P CCD SUS304 TIG

42 NO.160 P mm 13 VOL.2000, NO.Vol.3 P VOL.14,NO.3 P , 15 VOL.19,NO.1 P mm VOL.8th P

43 3-11 Weld Penetration Sensing and Control HU B, et al (Delft Univ. Trends Weld Res P GTA 17 during GTA Welding Technol., Delft, 1999 GTA using Weld Pool NLD) Oscillation. Oscillation monitoring provides data on weld penetration. Ultrahigh purity orbital TIG welding. Part 1. Penetration monitoring using pool oscillations. A study on parameter optimization in the circumferential GTA welding of aluminium pipes using a semi analytical finite element method. AENDENROO MER A J R, et al (Delft Univ. Technol., Delft, NLD) WOODWARD N, et al (Cranfield Univ.) NA SJ (Korea Advanced Inst. Sci. and Technol., Taejon, KOR) Weld Rev Int. VOL.16,NO.3 P Weld Rev Int. VOL.13,NO.4 P.352,354, J Mater Process Technol VOL.57,NO.1/2 P TIG SS316L Fast Fourier TransformFFT

44 3-12 OnBoard Data Acquisition, Real Time Current Control. Evaluating and GREEN R A, et al (Liburdi Dimetrics, N.C.) Weld Des Fabr VOL.72,NO.2 P /86in A 0.1A Selecting Orbital Tube Welders. Material weldability, joint design, proceduresthe Fundamentals Of Orbital Welding. MANNION B Weld Des Fabr VOL.72,NO.2 P.2224, GTA 22

45 17 S.-J.Na % CCD 24 CCD ) ) CCD 27) 3-13

46 3.1.7 GMA

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48 29) mm 1mm

49 30) 31) Christensen 32 MAGSIM 33 3 Jackson C.E GMA

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53 37 39 RI X

54 1, 2002,p.53, ,p ,692000,p , ,p , ,p ,p ,p (1995) ,p ,p ,p ,p N. Chistensen, V. de L. Davies and K. GjermundsenB. Weld. J.(1965),2,p U. Dilthey and S. RoosenTrans. JWRI,25(1996),2,p C. E. JacksonWeld. J.(1960),5,p.177s-190s 35,14(1996)1 36,1990,p ,78-373(1978) 38,50(1981)9,p ,70-104(1970) 40 50(1981)5,p (1982)9,p (1982)8p

55 ),2) ),4)

56 allotriomorphic ferrite a acicular ferrite w Widmanstätten ferrite (BhadeshiaMat. Sci & Tech.,8,123(1992)) ) (a), / 2 1/2 Kolmogorov-Johnson&Mehl-Avrami 6) (b) 3-24

57 Bhadeshia 7) (c) Bhadeshia 7) 2) (1). (2). (1). (2). 3-25

58 8),9) 10) Ti 2 O 3 / 6) (d) / 11) 12),13) 2 (a) (b) (a)

59 Nb(C,N)Ti(C,N)VN Kolmogorov-Johnson & Mehl-Avrami (b)

60 (a) 14) (KTH) ThermoCalc NPL MT-DATA ChemSage Pandat SGTE-Solution 15) KTH Dictra ThermoCalc Dictra 16) JmatPro(Java-based Materials Properties software) Thermotech (b) MAP MAP(Materials Algorithm Project) NPL Ni Al 12 Fortran C 500MB URL Download

61 ) 3.2.2MAP MAP_STEEL_FERR FORTRAN C.Cadevevilla-Montes H.K.D.H. Bhadeshia MAP_STEEL_INCL FORTRAN T.Hong, T.Debroy USIONS TTT MAP_STEEL_MS MS FORTRAN T. Cool MAP_STEEL_STRU CTURE FORTRAN S.J. Jones MAP_STEEL_WELD FORTRAN H.K.D.H. Bhadeshia AW MAP_STEEL_YANG FORTRAN J.R. Yang MAP_KINETIC_GRA FORTRAN INGROWTH MAP_KINETIC_GRA 3 FORTRAN INGROWTH_3D MAP_KINETIC_GRA 3 FORTRAN D. Sista, Z.Yang, INGROWTHb_3D T.DebRoy MAP_KINETIC_GRA FORTRAN J. Jaidi INGROWTH_WELD MAP_KINETIC_ZEN FORTRAN R.E. Rivera, ER_CAD1 D.Del_Costillo 3-29

62 Bhadeshia ),17) (a) / (b) (3)(b) TTT (MAP_STEEL_INCLUSION) Trivedi Trivedi Gibbs-Thomson (c) 18)

63 6) 18) H.K.D.H. Bhadeshia BSC ESAB,

64 Trivedi EBSP 10J

65 1, 70(2001), pp (1), 70(2001), pp H.K.D.H. Bhadeshia, L.-E. Svensson and B.Gretoft: Theory of Allotriomorphic Ferrite Formation, Welding Metallurgy of Structural Steels, ed. by J.Y. Koo, AIME, Warrendale (1987), pp H.K.D.H. Bhadeshia, L.-E.Svensson and B.Gretoft: A Model for The Development of Microstructure in Low-Alloy Steel(Fe-Mn-Si-C) Weld Deposits, Acta Metall., 7(1985), pp G.I.Rees and H.K.D.H.Bhadeshia:Thermodynamics of Acicular Ferrite Nucleartion, Mater. Sci.Tech.10(1994), pp F.J. Barbaro, P. Krauklis and K.E. Easterling: Formation of Acicular Ferrite at Oxide Particle in Steels, Mater. Sci. Tech.,5(1989), pp K.C.Hsieh, S.S.Babu,J.M.Vitek and S.A. David: Calculation of Inclusion Formation in Low-Alloy-Steel-Welds, Mater. Sci. Eng. A215(1996), pp , D. Raabe: Computational Materials Science, The Simulation of Materials Microstructure and Properties, Wiley-VCH, Y.Saito: Modelling of Microstructural Evolutions in Alloys,Computational Materials Design, ed. by T. Saito, Springer-Verlag, (1999), pp B. Sundman, B.Jansson and J-O. Andersson: The Thermo-Calc Databank System, Calphad, 9(1985), pp K. Hack(ed.): The SGTE case book, Thermodynamics at work, The Institute of Materials, N. Sanders and A.P. Miodewnik: CALPHAD, Calculation of Phase Diagrams. A Comprehensive Guide, Pergamon Press, 1998 H.K.D.H Bhadeshia: Neural Netwoks in Materials Science, ISIJ International, 39(1999), pp H.K.D.H. Bhadeshia: Modelling of Steel Weld, Mater. Sci. Tech., 8(1992),pp

66 18A.A.B. Sugden and H.K.D.H. Bhadeshia: A Model for the Strength of the AS- Deposited Regions of Steel Weld Metals, Metall. Trans., 19A(1988), pp

67 ) 3.1 FEM 3),4) 2) FEM 3) 4) 5),6) JICST ( ) 3 ( ) 55 ( )

68 ( ) ),8) 9),10) ),12) 13) 14),15),16) 17) ASTM AWS ) 19) 20)25) 26)32) 33),34) 35) 3-36

69 36)38) 39) ) JICST ( ) 425 ( ) 122 ( ) 18 ( ) 107 ( ) 50 ( ) 9 ( )

70 Al NO.25,1992 NO.5,1989 Deformations and stresses during automatic uttwelding. LINDGREN L E et al. Eff Fabr Relat Stresses 1987 VOL.23,NO.1,19 86 SUS304 NO.23,1980 VOL.16, A Simplified Method to Estimate Longitudinal Deformations of Built-up Beams Due to Welding and Heating High precision distortion control and quality improvement in the fabrication of large size quenched and tempered low alloy steel shells JANG C D et al. (Seoul National Univ.) VASUDEVAN S et al. (Bharat Heavy Electricals Ltd., Tiruchirappalli, IND) J Ship Res VOL.39,NO.2, 1995 J Mater Process Technol VOL.48, NO.1/4,1995

71 3-39 Experimental Evaluation and Calculation of Transverse WOHLFAHRT H, et al. (Technical Univ. Weld World VOL.34,1994 TIG MAG Distortions due to Welding in Braunschweig) Butt Joints and T-Joints Dynamic control of welding distortion by moving spot heat GUAN Q et al. (Beijing Aeronautical Weld World VOL.33,NO.4, sink Manufacturing 1994 Technology Research Low stress non-distortion (LSND)welding-A new technique for thin materials Inst.,Beijing, CHN) GUAN Q et al. (BAMTRI,CHN); LEGGATT R H (Welding Inst.,GBR) Weld World VOL.33,NO.3, 1994 LSND 0 780N/mm NO.94,1986 SUS % 16th,Ippan, MIG VOL.2,NO.3, 1984 NO.83, VOL.44,NO.1, 1983

72 3-40 SB49 VOL.1,NO.2, 1983 NO.149,1981 NO.152,1983 Heat sink cuts distortion NANJUNDESWARAN K(Tarapur Atomic Power Project,India) Weld Met Fabr VOL.50,NO.7, 1982 U 14th,Ippan,1981 -SSSHSSH VOL.32,NO.3, 1982 SSSHSSH Rayleigh-Ritz VOL.50,NO.8, NO.149,1981 YUAN M G VOL.6,NO.3, 1998

73 Simplifying methods for analysis of transient and residual stresses UEDA Y(Osaka Univ.) Trans JWRI VOL.11,NO.1, FEM and deformations due to multipass 1982 welding Control of Distortion in Thin Ship Panels CHRIS C, et al. (Edison Welding inst., J of Ship Production Ohio) VOL.13,NO.2, 1997 VOL.20,NO.12,

74 3.3.3 (A) (B) (C) (A) (A1) (A2) (B) PWHT (C) (SCC) JICST JICST ( ) 368 ( ) 71 ( )( ) 363 ( ) 73 FEM (ISR) 3-42

75 ) NASTRAN () MARC () ABAQUS () ANSYS () FINAS 42) SYSWELD 3) Quick Welder (*) (*) 2) HEARTS 43) 44) SYSWELDABAQUS K J SYSWELD CCT Quick Welder 3-43

76 I_DEAS (**) PATRAN (**) FEMAP (**) (**) CAE CAD Quick Welder ) (1) (2) (3) (3) Quick Welder (1) 3-44

77 Sysweld ESI Quick Welder MAGSIM () TIG MAG EB MAG MAG XY 12 SRPWHT EN FEM

78 1 67,3(1998) 2T. InoueResidual Stresses and Distortion Metallo-Thermo-Mechanics: Simulation of Engineering Processes Incorporating Phase Transformation, Mathematical Modeling of Weld Phenomena 4(1998) 3SYSWELD+ 4O.Voss,et.Consideration of Microstructural Transformations in the Calculation of Residual Stresses and Distortion of Larger Weldments, Mathematical Modeling of Weld Phenomena 4(1998) 5G. Yu,et.Efficient Simulation of Shell Forming by Line Heating, International Journal of Mechanical Scienes(2001) 6N. Enzinger, et.on the Development of Residual Stresses in a Circumferencial Butt Joint, Mathematical Modeling of Weld Phenomena 4(1998) 7 88(1955) 8 39,4(1970) 9L. TallResidual Stresses in Welded Plates-a theoretical study, Welding Journal, 43,1(1964) (1964) 11Y. Ueda,et.Analysis of Thermal Elastic-Plastic Stress and Strain during Welding by Finite Element Method,Trans. of Japan Welding Society, 2,2(1971) 12 42,6(1974) (1971) 14 (1965) 15 (1979) 16K. MasubuchiAnalysis of Welded Structure, Pergamon Press(1980) 17 (1964) 18 45,1(1976) 19J.D. White,et.Weld Shrinkage Prediction, Welding and Metal Fabrication, November (1980) (1979) 3-46

79 21 2,3(1984) 22 60,575(1994) (1994) (1995) 25 17,2(1999) (1975) 27 44,6(1975) 28 47, 8(1978) 29 51, 8(1982) (1983) 31 11, 2(1993) 32 12, 4(1994) 33Y. C. Hou, et.effects of Residual Stresses on Fracture of Welded Pipes, ASME PVP-327(1996) 34F. W. Brust,et.Influece of Residual Stresses and Weld Repairs on Pipe Fracture, ASME PVP-347(1997) 35P. Michaleris,et.Finite Element Analysis of Thermal Tensioning Techniques Mitigating Weld Buckling Distortion, ASME PVP-327(1996) (1996) (1997) (1998)

80 (2000) (1997) 41 IT 70,2(2001) 42FINAS CRC 43 CRC (1991) 44 (2001-5) 3-48

81 PATOLIS ,0003,400 /

82 B23K9/095+B23K9/12+B23K/127+B23K9/133,502 B23K9/00B2KJ? PATOLIS

83 4-3 B23K9/00FK= B23K9/00FK= JICST JICST 4.5

84 4-4 JICST

渡辺(2309)_渡辺(2309)

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