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Ti在bcc Fe晶界中的作用 |
尚家香 赵栋梁 王崇愚 |
钢铁研究总院功能材料所;北京100081 |
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引用本文:
尚家香; 赵栋梁; 王崇愚 . Ti在bcc Fe晶界中的作用[J]. 金属学报, 2001, 37(8): 893-896 .
[1] Rice J R, Wang J S. Mater Sci Eng, 1989; A107: 23 [2] Griffith A A. Phil Trans Roy Soc A, 192O; 200: 163 [3] Sagaert L P, Olson G B, Ellis D E. Phil Mag, 1998; B77:871 [4] Wu R, Freeman A J, Olson G B. Phys Rev. 1994; B50: 75 [5] Zhong L, Wu R, Freeman A J, Olson G B. Phys Rev. 1997;B55: 11133 [6] Wu R, Freeman A J, Olson G B. Phys Rev. 1996; B53:75O4 [7] Wu R, Freeman A J, Olson G B. Science, 1994; 265: 376 [8] Olson G B. Sciernce, 1997; 277: 1237 [9] Zhong L, Wu R, Freeman A J, Olson G B. Phys Rev, 2000;B62: 13938 [10] Feng Y, Wang C. Comput Mater Sci, 2001: 20: 48 [11] Barth U V, Hedin L. J Phys, 1972; C5: 1629 [11] Delley B J. J Chem Phys. 1991; 94: 7245 [13] Freeman A J, Wu R. J Magn Magn Maten 1992; 100: 494 [14] Tang S P, Freeman A J, Olson G B. Phys Rev, 1993; B47:2441 [15] Tang S P, Freeman, Olson G B. Phys Rev, 1994; B50: 1 [16] Vosko S J, Wilk L, Nusair M. Can J Phys, 1980; 58: 1200 [17] Finnis M W, Sinclair J E. Phi Mag. 1984; A50: 45 [18] Finnis M W, Sinclair J E. Phi Mag, 1986; A53. 161 [19] Xiao S W, Wang C Y, Chen T L. The application ofdiscrete variational method within framework of densityfunctional theory in chemistry and materials physics. Bei-(肖慎修,王崇愚,陈天朗.密度泛函理论的离散变分方法在化学和材料物理学中的应用.北京:科学出版社,1998:144) [20] Krasko G L, Olson G B. Solid State Commun, 1991; 79:113 |
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