|
[1] M CARDONA and FH POLLAK. Energy-band structure of germanium and silicon - k.p method. PHYSICAL REVIEW, 142(2):530, 1966. [2] SHUN-LIEN CHUANG. PHYSICS OF PHOTONIC DEVICES, chapter 14, pages 683–691. Wiley, 7 edition, 2009. [3] MV FISCHETTI. MONTE-CARLO SIMULATION OF TRANS- PORT IN TECHNOLOGICALLY SIGNIFICANT SEMICON- DUCTORS OF THE DIAMOND AND ZINCBLENDE STRUC- TURES .1. HOMOGENEOUS TRANSPORT. IEEE TRANSAC- TIONS ON ELECTRON DEVICES, 38(3):634–649, MAR 1991. [4] Hartmut Hang. Quantum Theory of the Optical and Electronic Properties of Semiconductor, chapter 10. World Scientific Pub- lishing Co. Pte. Ltd., 5 edition, 2009. [5] Christian Jirauschek. Accuracy of Transfer Matrix Approaches for Solving the Effective Mass Schrodinger Equation. IEEE JOURNAL OF QUANTUM ELECTRONICS, 45(9):1059–1067, SEP 2009. [6] B JONSSON and ST ENG. SOLVING THE SCHRODINGER- EQUATION IN ARBITRARY QUANTUM-WELL PO- TENTIAL PROFILES USING THE TRANSFER-MATRIX METHOD. IEEE JOURNAL OF QUANTUM ELECTRONICS, 26(11):2025–2035, NOV 1990. [7] A KAHAN, M CHI, and L FRIEDMAN. INFRARED TRANSI- TIONS IN STRAINED-LAYER GEXSI1-X/SI. JOURNAL OF APPLIED PHYSICS, 75(12):8012–8021, JUN 15 1994. [8] Yu-Hsuan Kuo, Yong-Kyu Lee, Yangsi Ge, Shen Ren, Jonathan E. Roth, Theodore I. Kamins, David A. B. Miller, and James S. Har- ris. Strong quantum-confined stark effect in germanium quantum- well structures on silicon. Nature, 437:1334–1336, 10 2005. [9] C. Lange, N. S. Koester, S. Chatterjee, H. Sigg, D. Chrastina, G. Isella, H. von Kaenel, M. Schaefer, M. Kira, and S. W. Koch. Ultrafast nonlinear optical response of photoexcited Ge/SiGe quantum wells: Evidence for a femtosecond transient population inversion. PHYSICAL REVIEW B, 79(20), MAY 2009. [10] Lucien D. Laude, Fred H. Pollak, and Manuel Cardona. Effects of uniaxial stress on the indirect exciton spectrum of silicon. Phys. Rev. B, 3:2623–2636, Apr 1971. [11] Leon Lever, Zoran Ikonic, Alex Valavanis, Jonathan D. Cooper, and Robert W. Kelsall. Design of Ge-SiGe Quantum-Confined Stark Effect Electroabsorption Heterostructures for CMOS Com- patible Photonics. JOURNAL OF LIGHTWAVE TECHNOL- OGY, 28(22):3273–3281, NOV 15 2010. [12] A. C. H. Lim, R. Gupta, S. K. Haywood, M. J. Steer, M. Hop- kinson, and G. Hill. Electric field induced blueshift of the e1-hh1 exciton transition in a GaAs1-xNx/GaAs (x < 1%) stepped quan- tum well. APPLIED PHYSICS LETTERS, 89(26), DEC 25 2006. [13] JF Liu, DD Cannon, K Wada, Y Ishikawa, DT Danielson, S Jongthammanurak, J Michel, and LC Kimerling. Deformation potential constants of biaxially tensile stressed Ge epitaxial films on Si(100). PHYSICAL REVIEW B, 70(15), OCT 2004. [14] O. Madelung. Data in Science and Technology: Semiconductors Group IV Elements and III-V Compounds. Springer-Verlag, 1991. [15] DAB MILLER, DS CHEMLA, TC DAMEN, AC GOSSARD, W WIEGMANN, TH WOOD, and CA BURRUS. ELECTRIC- FIELD DEPENDENCE OF OPTICAL-ABSORPTION NEAR THE BAND-GAP OF QUANTUM-WELL STRUCTURES. PHYSICAL REVIEW B, 32(2):1043–1060, 1985. [16] S Richard, F Aniel, and G Fishman. Energy-band structure of Ge, Si, and GaAs: A thirty-band k center dot p method. PHYSICAL REVIEW B, 70(23), DEC 2004. [17] Emre SARI. Ingan/gan quantum electroabsorption modulators with record breaking electroabsorption in blue, 2007. [18] Rebecca K. Schaevitz, Jonathan E. Roth, Shen Ren, Onur Fi- daner, and David A. B. Miller. Material properties of Si-Ge/Ge quantum wells. IEEE JOURNAL OF SELECTED TOPICS IN QUANTUM ELECTRONICS, 14(4):1082–1089, JUL-AUG 2008. [19] Virginia Semiconductor. The General Properties of Si, Ge, SiGe, SiO2 and Si3N4. Jun 2002. [20] DS Shin. Effect of a step barrier on the quantum-confined Stark effect and applications to electroabsorption modulators with high saturation optical power. JOURNAL OF THE KOREAN PHYS- ICAL SOCIETY, 47(2):364–370, AUG 2005. [21] DS Shin, PKL Yu, and SA Pappert. High-power electroabsorption modulator using intra-step-barrier quantum wells. JOURNAL OF APPLIED PHYSICS, 89(2):1515–1517, JAN 15 2001. [22] MD STURGE. OPTICAL ABSORPTION OF GALLIUM AR- SENIDE BETWEEN 0.6 AND 2.75 EV. PHYSICAL REVIEW, 127(3):768–&, 1962. [23] F Tekia, M Ferhat, and A Zaoui. Band-gap bowing in SixGe1-x alloy. PHYSICA B, 293(1-2):183–186, DEC 2000. [24] S Vatannia and G Gildenblat. Airy’s functions implementation of the transfer-matrix method for resonant tunneling in variably spaced finite superlattices. IEEE JOURNAL OF QUANTUM ELECTRONICS, 32(6):1093–1105, JUN 1996. [25] Su-Huai Wei and Alex Zunger. Predicted band-gap pressure coef- ficients of all diamond and zinc-blende semiconductors: Chemical trends. Phys. Rev. B, 60:5404–5411, Aug 1999. [26] TH WOOD, JZ PASTALAN, CA BURRUS, BC JOHNSON, BI MILLER, JL DEMIGUEL, U KOREN, and MG YOUNG. ELECTRIC-FIELD SCREENING BY PHOTOGENERATED HOLES IN MULTIPLE QUANTUM-WELLS - A NEW MECH- ANISM FOR ABSORPTION SATURATION. APPLIED PHYSICS LETTERS, 57(11):1081–1083, SEP 10 1990.
|