By Professor em. D. B. Sirdeshmukh, Professor L. Sirdeshmukh, Professor K. G. Subhadra (auth.)
The alkali halide crystals have constantly been on the centre level of solid-state physics. they've been "model crystals" for trying out many solid-state theories. In fresh a long time, they've got additionally proved beneficial in numerous functions starting from X-ray monochromators to tunable lasers. due to this twin value - either in basic terms clinical and technological - an unlimited volume of data has been generated on all facets of the alkali halides. this knowledge has up to now been scattered all through a number of journals and reference assets. This guide brings jointly a variety of info at the experimentally made up our minds houses of the alkali halides. a few theoretically derived parameters have additionally been incorporated. the entire vital literature from 1950 to 2000 has been surveyed. delivering in one quantity all crucial details at the actual homes of alkali halides, this e-book could be a beneficial reference for solid-state physicists and fabrics scientists.
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Additional info for Alkali Halides: A Handbook of Physical Properties
2. Theoretically evaluated values ofTOEC are also given in Refs. 48]. 3. Note that for crystals with CsCl structure, all the TOEC are negative. 23 Values of the linear combinations YI ,, Y12 and y 44 of fourth-order elastic constants Cijkl; for definition of /1i see Notes and Comments Crystal Y11 Yiz Y44 Ref. 0 Notes and Comments I. 37) where dJo is the internal energy of the undeformed crystal, V the unit cell volume, C;;kl the second-order elastic constants, Cijklnm the third-order elastic constants, Cuklmnop the fourth-order elastic constants and t:u components of the strain tensor.
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Numerical values ofCu of several alkali halides are given as a function of temperature by Lewis et al. 11]. 3. 9) where Cu0 is the value of Cu at 0 K and s and Bare constants. The equation has qualitative theoretical support. 6 Values of the elastic constants at selected high temperatures Crystal T[OC] Ctt-Ct2 Ctt II C44 Ref. 08 Table 2. 7 Regression coefficients Ao, A 1, A2 of the polynomial cij (in 10 II dyne em -z) = Ao + Al T X + Az T 2 X 10-6 (Tin C) w-J for high temperature elastic constants Crystal Range ofT Cu At A2 Ref.
Alkali Halides: A Handbook of Physical Properties by Professor em. D. B. Sirdeshmukh, Professor L. Sirdeshmukh, Professor K. G. Subhadra (auth.)