10. Appendix
You also want an ePaper? Increase the reach of your titles
YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.
References 725<br />
3.45 L. Kleinmann: Deformation potentials in Si: I. Uniaxial strain. Phys. Rev. 128,<br />
2614–2621 (1962)<br />
3.46 E. Anastassakis, M. Cardona: Internal strains and Raman-active optical<br />
phonons. Phys. Stat. Solidi B 104, 589–600 (1981)<br />
3.47 W. Plötz, P. Vogl: Theory of optical-phonon deformation potentials in tetrahedral<br />
semiconductors. Phys. Rev. B 24, 2025–2037 (1981)<br />
3.48 M. Cardona, M. Grimsditch, D. Olego: Theoretical and experimental determinations<br />
of Raman scattering cross sections in simple solids, in Light Scattering<br />
in Solids, ed. by J. L. Birman, H. Z. Cummins, K. K. Rebane (Plenum, New<br />
York 1979) pp. 249–256<br />
3.49 S. Zollner, S. Gopalan, M. Cardona: Intervalley deformation potentials and scattering<br />
rates in zincblende semiconductors. Appl. Phys. Lett. 54, 614–616 (1989)<br />
3.50 C. Carabatos, B. Prevot: Rigid ion model lattice dynamics of cuprite (Cu2O).<br />
Phys. Status Solid B 44, 701–712 (1971)<br />
3.51 P. Molinàs-Mata, M. Cardona: Planar force-constant models and internal strain<br />
parameter of Ge and Si. Phys. Rev. B 43, 9799–9809 (1991)<br />
3.52 P. Molinàs-Mata, A. J. Shields, M. Cardona: Phonons and internal stresses in<br />
IV-VI and III-V semiconductors: The planar bond-charge model. Phys. Rev.<br />
B 47, 1866–1875 (1993)<br />
3.53 C. H. Xu, C. Z. Wang, C. T. Chan, K. M. Ho: Theory of the thermal expansion<br />
of Si and Diamond. Phys. Rev. B43, 5024–5027 (1991)<br />
3.54 A. Debernardi and M. Cardona: Isotopic effects on the lattice constant in compound<br />
semiconductors by perturbation theory: an ab initio calculation. Phys.<br />
Rev. B54, 11305–11310 (1996)<br />
General Reading<br />
Lattice Dynamics<br />
Bilz, H., W. Kress: Phonon Dispersion Relations in Insulators, Springer Ser. Solid-<br />
State Sci., Vol. 10 (Springer, Berlin, Heidelberg 1979). This is touted as a “phonon<br />
atlas” by its authors. It presents a collection of phonon dispersion curves and densities<br />
of states for more than a hundred insulators, including all the well-known<br />
semiconductors.<br />
Born, M., K. Huang: Dynamical Theory of Crystal Lattices (Oxford Univ. Press,<br />
Oxford 1988), reprint of the original 1954 edition<br />
Horton G. K., Maradudin, A. A. (eds.): Dynamical Properties of Solids, Vols. 1–5<br />
(North-Holland, Amsterdam 1974)<br />
Sinha S. K.: Phonons in semiconductors. CRC Critical Reviews in Solid State Sciences<br />
3, 273–334 (1973)<br />
Srivastava G. P.: The Physics of Phonons (Hilger, Bristol 1990)<br />
Properties Related to Phonons<br />
Harrison W. A.: Electronic Structure and the Properties of Solids: The Physical of the<br />
Chemical Bond (Dover, New York, 1989)<br />
Kittel C.: Introduction to Solid State Physics, 7th edn. (Wiley, New York 1995) Chap. 4<br />
Madelung O.: Introduction to Solid-State Theory, Springer Ser. Solid-State Sci., Vol. 2<br />
(Springer, Berlin, Heidelberg 1978)<br />
Madelung O., Schulz, M., Weiss, H. (eds.): Landolt-Börnstein, Series III, Vol. 22<br />
(Semiconductors), Subvolume a) Intrinsic Properties of Group IV Elements, III-V,<br />
II-VI and I-VII Compounds (Springer, Berlin, Heidelberg 1987)