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运用X射线残余应力测量法分析了含有球状渗碳体的碳素钢在拉伸塑性变形后铁素体相及渗碳体相的残余应力情况.结果表明:在经过拉伸塑性变形后,铁素体相呈现残余压应力状态,而渗碳体相呈现残余拉应力状态;当施加的塑性应变在边界应变点之前,渗碳体的残余应力随应变值的增加而增大,而在边界应变点之后,残余应力呈下降趋势.观察发现渗碳体颗粒内部的断裂及渗碳体与铁素体结合边界部分的分离是引起渗碳体残余应力下降的原因.为了更好地理解渗碳体相和铁素体相之间的相互作用,在Eshelby/Mori-Tanaka模型的基础上分析了两相各自的塑性应变及两相间的塑性应变失配.

参考文献

[1] Sakamaki K;Inada S .Brittle fracture of lamellar pearlite steel containing proeutectoid cementite[J].J Soc Mat Sci Japan,1980,29:381-386.
[2] Sakarnaki K;Inada S;Hori S .Tensile fracture of spheroidized0.7% carbon steel at low temperatures[J].J Soc Mat Sci Japan,1981,30:1109-1115.
[3] Nishida T;Mutoh Y;Tsujii N .Effect of size and volume fraction of cardide particles on strength and fractur toughness of P/M high speed steel[J].J Soc Mat Sci Japan,1992,41:1403-1409.
[4] Winholtlz R A;Cohen J B .Load sharing of the phases in 1080steel during low-cycle fatigue[J].Metallurgical Transactions A,1992,23A:341-354.
[5] Harabusa T;Fujiwara H;Nishida M.Residual microstress development in steels after tensile deformation[A].New York:Elsevier Applied Science,1989:555-560.
[6] Hanabusa T;Fujiwara H;Uga K.Development of residual stress in deformed steel containing carbide particles[J].Residual Stress in Science and Technology,1987(01):547-554.
[7] Hanabusa T;Fukura J;Fujiwara H .X-ray residual stress measurement of cementite in steel materia[J].J S M E,1969,35:237-244.
[8] Belassel M;Lebrun J L;Denis S.Effect of thermal and mechanical loading on the generation of macro and micro stresses in futectoid steel[A].Bethel,1994:392-401.
[9] Winholtz R A;Cohen J B.Separation of the macro and microstresses in plastically deformed 1080 steel[M].Denver,1989:341-353.
[10] Winholtz R A;Cohen J B .Changes in the macrostresses and microstresses in steel with fatifue[J].Material Science and Engineering,1992,154A:155-163.
[11] Inal K;Lebrun J L;Belassel M .Second-oder stresses and strains in heterogeneous steels:Self-consistent modeling and X-ray diffraction analysis[J].METALLURGICAL AND MATERIALS TRANSACTIONS A:PHYSICA,2004,35A:2361-2369.
[12] Belassel M;Ji V;Lerun J L et al.Analysis of the mechanical behavior of materials through the 2nd and 3rd order stress determination[J].Journal De Physique Ⅳ,1994,25(04):261-264.
[13] Eshelby J D.The determination of the elastic field of an ellipsoidal inclusion,and related problems[M].London,1957:376-396.
[14] Mori T;Tanaka K .Average stress in matrix and average elastic energy of materials with misfitting inclusions[J].Acta Metalluraica,1973,21:571-574.
[15] 袁发荣;伍尚礼.残余应力测试与计算[M].长沙:湖南大学出版社,1987
[16] Tanaka K;Mine N;Suzuki K .X-ray study of elastic deformation of zirconia-alumina composite[J].J Soc Mat Sci Japan,1990,39:1235-1241.
[17] Sasaki T;Lin Z;Hirose Y .X-ray measurement of plastic strain by means of eshelby/mori-tanaka model and its application[J].Jpn Soc Mech Eng,1997,63A:158-165.
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