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Download Phonon Dispersion Relations in Insulators by Professor Dr. Heinz Bilz, Dr. Winfried Kress (auth.) PDF

By Professor Dr. Heinz Bilz, Dr. Winfried Kress (auth.)

This phonon atlas offers a set of phonon-dispersion and density-of­ states curves of greater than 100 insulating crystals. It grew out of an appendix to a instruction manual article on phonon spectra [2.1J from which it was once fin­ best friend separated customarily simply because this phonon atlas presents a slightly self-con­ tained device for each scientist who's operating within the box of dynamical homes of solids. He frequently might locate it' precious to have a convenient documen­ tation of the experimental phonon dispersion curves that have been measured up to now, including info on calculated dispersion family and densities of states. The booklet could be stumbled on to be incomplete via readers who're not just in phonon frequencies of a selected crystal yet might additionally prefer to learn about comparable homes comparable to elastic and dielectric constants. this is often, this day, past the scope of this quantity, however the authors might welcome all feedback and feedback that could be thought of for a forth­ coming version. in addition, we'd be happy to supply readers with information regarding phonon spectra which got here to our wisdom after of entirety of the manuscript. however, we are going to be such a lot thankful for all information regarding phonon dispersion curves that is lacking in our assortment or new information for additional editions.

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MgO: w(g) [Ref. 1, Fig. 2], T = 293 K, M: 8P-8SM (full lines), 7P-SM (dashed lines), Lit. ------------------~ o 50 10 v [THz] 1S 20 Fig. lb. MgO: D(w) [Ref. 1, Fig. 3], M: 8P-8SM, Lit. 26] CaD [1;00] 600 500 ~ 400 ~ I E u 3OO _ _- r 200 r b. X r K r A L Reduced wave vector coordinate (1;) Fiq. 2a. CaD: oo{g) [Ref. 7, Fig. 9], M: llP-SM, Lit. I o 4 8 v [THz] Fig. 2b. CaD: D{oo) [Ref. 8, Fig. 2], T = 293 K. M: DP-SM, Lit. --------~ooo LO LO ~ >Q) I E u E r ( tool X A r [ttO} 1: (ttt) Reduced wave vector coordinate II L (~) Fig.

19,20] 35 NaCI 5 [001;] 11'1 3 / -c It! - ' ~ I ' 0 , ' ' i ~ ..... 8a. NaCl: w(g) [Ref. 26, Fig, 1a], T Lit. 5 1\ l (~) 80 K, M: 11P-SM, ~ 11'1 +' ..... § 1 ~ It! ~ +' :c ~ It! o o 36 200 Fig. 8b. NaCl: D(w) [Ref. 25, Fi g. 4], T = 80 K, M: 11P-SM, Lit. 5 Reduced wave vector coordinate (c) L::.. Fig. 9a. NaBr: w(q) [Ref. 34, Fig. 7], T = 295 K, M: 7P-SM (solid lines), 9P-SM (dashed lines), 8P-BSM (dotted lines), Lit. 5 r.... 0 r.... ro 4 Fig. 9b. NaBr: D(w) [Ref. 34, Fig. 8], M: 9P-SM v [THz] 37 Nal [001;] [ 1;;1;0] [1;1;;1;;] 7 ....

A ~ 5 Fig. 15b. RbF: D(oo) [Ref. 26, Fig. 5 /\ l Reduced wave vector coordinate (1;) ~ Fig. l6a. RbCl: w{g) [Ref. 26, Fig. lc], T = 80 K, M: llP-SM, Lit. 57-59,65] 10 ~ VI +' t: ::l ~ 5 It! a s- It! C Fig. l6b. RbCl: D{w) [Ref. 26, 123 13 -1 w [10 rad s ] Fig. ------. [00r;] [01;1] 1·0 ~ 3 A XZWZX 1: II Reduced wave vector coordinate (I;) Fig. 17a. 1], T L = 80 K, M: 11P-SM, Lit. 0 ~ '" 2 o 46 Fig. 17b. 2], T = 80 K, M: llP-SM RbI [001;) [1;1;0) [01;1) [1;1;1;) ';~ 15L-~~~~~t-==:~~~~-----===4-___ Vl ;; 10 o ......

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