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In this paper, the stress distribution of Si/Ge interface and the mechanism of the point defect buffer layer in the stress release process of Si/Ge structure on a nanoscale are studied by the molecular dynamics method. The results show that in a one-dimensional interface model, the stress relaxation at the Si/Ge interface is closely related to the size of Ge of the simulation, and there is an approximately linear relationship between the decrease rate of interface stress and the size of Ge. The vacancy defect is introduced into the Ge film near the Si/Ge interface, and a point defect rich buffer layer forms, reducing the stress at the Si/Ge interface significantly. As the defect density in the buffer layer increases, the interface stress decreases step by step. Moreover, in the paper examined also is the mechanism by which the buffer layer affects the interface stress. The relationship between the stress variation caused by the point defect in the pure Ge structure and the defect density is compared and analyzed. The introduction of the defect buffer layer and the increase of the defect density can accelerate the release of the Si/Ge interface stress. The internal mechanism of the stress reduction would be that the defect introduces the compressive stress, which can offset the tensile stress generated by the lattice mismatch of the Si and Ge structure. Then the Si/Ge interface stress is reduced. Besides, as the defect density increases, the compressive stress introduced by the defect increases and the interface stress decreases. The examination shows that the introduction of the defect buffer layer into the growth of the pure Ge film on silicon can reduce the probability of the dislocation defect by structuring the buffer layer to reduce interface stress. And this method is indirectly confirmed by preliminary study of silicon-based Ge film growth with low-temperature buffer layer method.
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Keywords:
- Si/Ge interface /
- molecular dynamics /
- interface stress /
- defect buffer layer
[1] Fadida S, Nyns L, van Elshocht S, Eizenberg M 2017 J. Electron. Mater. 46 386
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[2] Wu H, Ye P D D 2016 IEEE T. Electron Dev. 63 3028
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[5] Kamata Y 2008 Mater. Today 11 30
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[7] Wang X D, Liu C L, Thean A, Duda E, Liu R, Xie Q H, Lu S F, Barr A, White T, Nguyen B Y, Orlowski M 2004 J. Vac. Sci. Technol. B 22 373
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[8] Hartmann J M, Abbadie A, Papon A M, Holliger P, Rolland G, Billon T, Fedeli J M, Rouviere M, Vivien L, Laval S 2004 J. Appl. Phys. 95 5905
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[11] Fossum J G, Zhang W M 2003 IEEE T. Electron Dev. 50 1042
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Wang X J, Su Z T, Zhou Z P 2015 Sci. Sin.: Phys. Mech. Astron. 45 014201
[15] 周志文, 贺敬凯, 王瑞春 2011 物理 40 799
Zhou Z W, He J K, Wang R C 2011 Physics 40 799 (in Chinese)
[16] Oye M M, Shahrjerdi D, Ok I, Hurst J B, Lewis S D, Dey S, Kelly D Q, Joshi S, Mattord T J, Yu X, Wistey M A, Harris Jr J S, Holmes Jr A L,, Lee J C, Banerjee S K 2007 J. Vac. Sci. Technol. B 25 1098
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Google Scholar
Wang J Y, Wang C, Li C, Chen S Y 2015 Acta Phys. Sin. 64 128102
Google Scholar
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Zhou Z W, He J K, Li C, Yu J Z 2011 Journal of Optoelectronics · Laser 22 1030
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Google Scholar
[31] Knights A P, Gwilliam R M, Sealy B J, Grasby T J, Parry C P, Fulgoni D J F, Phillips P J, Whall T E, Parker E H C, Coleman P G 2001 J. Appl. Phys. 89 76
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Google Scholar
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Google Scholar
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图 1 Si/Ge界面模拟示意图
Figure 1. Schematic diagram of simulation of Si/Ge interface.
图 2 Si和Ge体系应力计算示意图
Figure 2. Diagram of stress calculation of Si and Ge system.
图 3 不同Ge尺寸下Si/Ge界面应力的变化
Figure 3. Variation of stress at Si/Ge interface under different sizes of Ge.
图 4 应力下降到200 MPa的位置与界面间距LGstress与Ge尺寸的关系
Figure 4. Relationship between distance LGstress and Ge when stress is relaxed to 200 MPa.
图 5 缓冲层缺陷密度对Si/Ge界面应力的影响
Figure 5. Effect of different point defect density on stress at Si/Ge interface in buffer layer.
图 6 不同密度的空位缺陷对应力的影响规律
Figure 6. Effect of different point defect density on the stress.
图 7 Si/Ge界面应力差及单缺陷产生的应力差与缺陷密度的关系
Figure 7. Relationship of the Si/Ge interface stress difference and the single defect interface stress difference with the defect density.
参数 Si Ge A/eV 1.8308×103 1.769×103 B/eV 4.7118×102 4.1923×102 λ/Å−1 2.4799 2.4451 μ/Å−1 1.7322 1.7047 β 1.1000×10−6 9.0166×10−7 n 7.8734×10−1 7.5627×10−1 c 1.0039×105 1.0643×105 d 1.6217×101 1.5652×101 h −5.9825×10−1 −4.3884×10−1 R/Å 2.7 2.8 S/Å 3.0 3.1 注: ${\chi _{{\rm Si} -{\rm Ge}}} = 1.00061$. 
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[1] Fadida S, Nyns L, van Elshocht S, Eizenberg M 2017 J. Electron. Mater. 46 386
Google Scholar
[2] Wu H, Ye P D D 2016 IEEE T. Electron Dev. 63 3028
[3] Cheng B, Li C, Liu Z, Xue C 2016 J. Semicond. 37 1
[4] Mondal C, Biswas A 2013 Superlattices Microstruct. 63 277
Google Scholar
[5] Kamata Y 2008 Mater. Today 11 30
[6] Saraswat K, Chui C O, Krishnamohan T, Kim D, Nayfeh A, Pethe A 2006 Mater. Sci. Eng. B 135 242
Google Scholar
[7] Wang X D, Liu C L, Thean A, Duda E, Liu R, Xie Q H, Lu S F, Barr A, White T, Nguyen B Y, Orlowski M 2004 J. Vac. Sci. Technol. B 22 373
Google Scholar
[8] Hartmann J M, Abbadie A, Papon A M, Holliger P, Rolland G, Billon T, Fedeli J M, Rouviere M, Vivien L, Laval S 2004 J. Appl. Phys. 95 5905
Google Scholar
[9] Jung J W, Lee M L, Yu S F, Fitzgerald E A, Antoniadis D A 2003 IEEE Electr. Device L. 24 460
Google Scholar
[10] Goo J S, Xiang Q, Takamura Y, Arasnia F, Paton E N, Besser P, Pan J, Lin M R 2003 IEEE Electr. Device L. 24 568
Google Scholar
[11] Fossum J G, Zhang W M 2003 IEEE T. Electron Dev. 50 1042
Google Scholar
[12] Oh J, Campbell J C, Thomas S G, Bharatan S, Thoma R, Jasper C, Jones R E, Zirkle T E 2002 IEEE J. Quantum Elect. 38 1238
Google Scholar
[13] 王尘, 许怡红, 李成, 林海军 2017 物理学报 66 198502
Google Scholar
Wang C, Xu Y H, Li C, Lin H J 2017 Acta Phys. Sin. 66 198502
Google Scholar
[14] 王兴军, 苏昭棠, 周治平 2015 中国科学: 物理学 力学 天文学 45 014201
Wang X J, Su Z T, Zhou Z P 2015 Sci. Sin.: Phys. Mech. Astron. 45 014201
[15] 周志文, 贺敬凯, 王瑞春 2011 物理 40 799
Zhou Z W, He J K, Wang R C 2011 Physics 40 799 (in Chinese)
[16] Oye M M, Shahrjerdi D, Ok I, Hurst J B, Lewis S D, Dey S, Kelly D Q, Joshi S, Mattord T J, Yu X, Wistey M A, Harris Jr J S, Holmes Jr A L,, Lee J C, Banerjee S K 2007 J. Vac. Sci. Technol. B 25 1098
[17] Currie M T, Samavedam S B, Langdo T A, Leitz C W, Fitzgerald E A 1998 Appl. Phys. Lett. 72 1718
Google Scholar
[18] Samavedam S B, Fitzgerald E A 1997 J. Appl. Phys. 81 3108
Google Scholar
[19] Loo R, Wang G, Souriau L, Lin J C, Takeuchi S, Brammertz G, Caymax M 2010 J. Electrochem. Soc. 157 H13
Google Scholar
[20] 汪建元, 王尘, 李成, 陈松岩 2015 物理学报 64 128102
Google Scholar
Wang J Y, Wang C, Li C, Chen S Y 2015 Acta Phys. Sin. 64 128102
Google Scholar
[21] Lee K H, Bao S, Chong G Y, Tan Y H, Fitzgerald E A, Tan C S 2015 APL Mater. 3 362
[22] Wu P H, Huang Y S, Hsu H P, Li C, Huang S H, Tiong K K 2014 Appl. Phys. Lett. 104 943
[23] Yamamoto Y, Zaumseil P, Arguirov T, Kittler M, Tillack B 2011 Solid State Electron. 60 2
Google Scholar
[24] Hartmann J M, Papon A M, Destefaniz V, Billon T 2008 J. Cryst. Growth 310 5287
Google Scholar
[25] Loh T H, Nguyen H S, Tung C H, Trigg A D, Lo G Q, Balasubramanian N, Kwong D L, Tripathy S 2007 Appl. Phys. Lett. 90 092108
Google Scholar
[26] 周志文, 沈晓霞, 李世国 2016 半导体技术 41 133
Zhou Z W, Shen X X, Li S G 2016 Semiconductor Technology 41 133
[27] 周志文, 贺敬凯, 李成, 余金中 2011 光电子·激光 22 1030
Zhou Z W, He J K, Li C, Yu J Z 2011 Journal of Optoelectronics · Laser 22 1030
[28] Chen D, Wei X, Xue Z Y, Bian J T, Wang G, Zhang M, Di Z F, Liu S 2014 J. Cryst. Growth 386 38
Google Scholar
[29] Chen D, Xue Z, Wei X, Wang G, Ye L, Zhang M, Wang D, Liu S 2014 Appl. Surf. Sci. 299 1
Google Scholar
[30] Kasper E, Lyutovich K, Bauer M, Oehme M 1998 Thin Solid Films 336 319
Google Scholar
[31] Knights A P, Gwilliam R M, Sealy B J, Grasby T J, Parry C P, Fulgoni D J F, Phillips P J, Whall T E, Parker E H C, Coleman P G 2001 J. Appl. Phys. 89 76
Google Scholar
[32] Kasper E, Lyutovich K 2004 Solid State Electron. 48 1257
Google Scholar
[33] Tersoff J 1986 Phys. Rev. Lett. 56 632
Google Scholar
[34] Hahn K R, Puligheddu M, Colombo L 2015 Phys. Rev. B 91 195313
Google Scholar
[35] Ishimaru M, Yamaguchi M, Hirotsu Y 2003 Phys. Rev. B 68 136
[36] Bording J K 2000 Phys. Rev. B 62 7103
Google Scholar
[37] Chen Z H, Yu Z Y, Lu P F, Liu Y M 2009 Chin. Phys. B 18 4591
Google Scholar
[38] Plimpton S 1995 J. Comput. Phys. 117 1
Google Scholar
[39] Thompson A P, Plimpton S J, Mattson W 2009 J. Chem. Phys. 131 154107
Google Scholar
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