基于通过第一性原理计算方法,计算了三元固溶体Fcc-Cr1-xSixN总能,在此基础上计算了其分离能和调幅分解线.结果说明,Fcc-Cr1-xSixN是亚稳相,能够经调幅分解机制分解为Fcc-CrN和Fcc-SiN.组元相形成的应变能小于分离能,不会抑制Fcc-Cr1-xSixN的调幅分解.Fcc-Cr1-xSixN的Si含量为渗透阈值时,不会发生调幅分解.Fcc-Cr1-xSixN可能经调幅分解生成Fcc-SiN.
[1] VEPREK S, REIPRICH S. A concept for the design of novel superhard coatings [J]. Thin Solid Films 1995, 268(02).
[2] VEPREK S, HAUSSMANN M, REIPRICH S. Novel thermodynamically stable and oxidation resistant superhard coating materials [J]. Surface and Coatings Technology 1996, 86-87(01).
[3] VEPREK S, NIEDERHOFER A, MOTO K. Composition, nanostructure and origin of the ultrahardness in nc-TiN/a-Si3N4/ a-and nc-TiSi2 nanocomposites with Hv=80 to 》105 Gpa [J]. Surface and Coatings Technology 2000, 133-134(03).
[4] Park JH, Chung WS, Cho YR, Kim KH. Synthesis and mechanical properties of Cr-Si-N coatings deposited by a hybrid system of arc ion plating and sputtering techniques [J]. Surface & Coatings Technology 2004, 0(0).
[5] Martinez E, Sanjines R, Karimi A, Esteve J, Levy F. Mechanical properties of nanocomposite and multilayered Cr-Si-N sputtered thin films [J]. Surface & Coatings Technology 2004, 0(0).
[6] Zhang RF, Veprek S. Phase stabilities of self-organized nc-TiN/a-Si3N4 nanocomposites and of Ti1-xSxNy solid solutions studied by ab initio calculation and thermodynamic modeling [J]. Thin Solid Films: An International Journal on the Science and Technology of Thin and Thick Films 2008, 8(8).
[7] Zhang RF, Veprek S. On the spinodal nature of the phase segregation and formation of stable nanostructure in the Ti-Si-N system [J]. Materials Science & Engineering, A. Structural Materials: Properties, Misrostructure and Processing 2006, 1-2(1-2).
[8] R.F. Zhang, S.H. Sheng, S. Veprek. Stability of Ti-B-N solid solutions and the formation of nc-TiN/a-BN nanocomposites studied by combined ab initio and thermodynamic calculations [J]. Acta Materialia 2008, 16(16).
[9] Veprek S, Veprek-Heijman MGJ. The formation and role of interfaces in superhard nc-MenN/a-Si3N4 nanocomposites [J]. Surface & Coatings Technology 2007, 13(13).
[10] Alling B, Ruban AV, Karimi A, Peil OE, Simak SI, Hultman L, Abrikosov IA. Mixing and decomposition thermodynamics of c-Ti1-xAlxN from first-principles calculations [J]. Physical review, B. Condensed matter and materials physics 2007, 4(4).
[11] Mayrhofer PH, Fischer FD, Bohm HJ, Mitterer C, Schneider M. Energetic balance and kinetics for the decomposition of supersaturated Ti1-xAlxN [J]. Acta materialia 2007, 4(4).
[12] MAYRHOFER P H, MUSIC D, SCHNEIDER J M. Ab initio calculated binodal and spinodal of cubic Ti1-xAlxN [J]. Applied Physics Letters 2006, 88(01).
[13] Zhang RF, Veprek S. Phase stabilities and spinodal decomposition in the Cr1-xAlxN system studied by ab initio LDA and thermodynamic modeling: Comparison with the Ti1-xAlxN and TiN/Si3N4 systems [J]. Acta materialia 2007, 14(14).
[14] Alling B, Marten T, Abrikosov IA, Karimi A. Comparison of thermodynamic properties of cubic Cr1-xAlxN and Ti1-xAlxN from first-principles calculations [J]. Journal of Applied Physics 2007, 4(4).
[15] S.H. Sheng, R.F. Zhang, S. Veprek. Phase stabilities and thermal decomposition in the Zr_(1-x)Al_xN system studied by ab initio calculation and thermodynamic modeling [J]. Acta materialia 2008, 5(5).
[16] NIEDERHOFER A, BOLOM T, NESLADEK P. The role of percolation threshold for the control of the hardness and thermal stability of super and ultrahard nanocomposites [J]. Surface and Coatings Technology 2001, 146/147(07).