在"等效裂纹"概念及裂纹扩展理论基础上,从微裂纹扩展导致材料破坏的角度出发,得到了一种新的疲劳蠕变寿命预测模型.该模型在处理微裂纹扩展时考虑了时间无关疲劳以及时间相关静蠕变,循环蠕变的影响.时间无关疲劳裂纹扩展采用Tomkins模型,时间相关蠕变裂纹扩展采用C*控制参量.用该寿命预测模型对1.25Cr0.5Mo钢540℃应力控制下疲劳蠕变寿命进行了预测,预测结果与实验结果符合较好.
参考文献
[1] | Miner M A.J Appl Mech,1945;67:A159 |
[2] | Coffin L F.Proc Inst Mech Eng,London,1974;74(9):188 |
[3] | Goswami T.Int J Fatigue,1997;19:109 |
[4] | Fan Z C,Chen X D,Chen L.Acta Metall Sin,2006;42:415(范志超,陈学东,陈凌.金属学报,2006;42:415) |
[5] | Kim H J,Lee C S,Park S H.Mater Sci Eng,2004;A379:210 |
[6] | Polak J,Obrtlik K,Vasek A.Int J Fatigue,1997;19:471 |
[7] | Bataille A,Magini T.Acta Metall Mater,1994;42:3817 |
[8] | Stolarz J.Mater Sci Eng,1997;A234:861 |
[9] | Saxena A,Gieseke B.In:Grover H ed.,Proceedings of MECAMAT,Int Seminar on High Temperature Fracture Mechanisms and Mechanics III,EGF-6,Detroit,1988:19 |
[10] | Luc R,Adil A,Nader H,Alain K,Nicolas M.Mater Sci Eng,2007;A468-470:40 |
[11] | Tomkins B.Philos Mag,1968;18:1041 |
[12] | Biglari F,Nikbin K M,Goodall I W,Webster G A.Int J Press Vessels Piping,2003;80:565 |
[13] | Hurley P J,Whittaker M T,Webster P.Int J Fatigue,2007;29:1702 |
[14] | Kaji Y.Eng Fract Mech,1995;50:519 |
[15] | Nikbin K.Eng Fract Mech,2007;74:853 |
[16] | Bassani J L,McClintock F L.Int J Solids Struct,1981;17:79 |
[17] | Saxena A.ASTM STP 905,1986 |
[18] | Chen L,Jiang J L,Fan Z C,Chen X D,Yang T C.Int J Fatigue,2007;29:615 |
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