On practical calculations with reflection curves for perfect crystals |
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Authors: | A Fingerland |
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Institution: | (1) Institute of Solid State Physics, Czechosl. Acad. Sci., Prague |
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Abstract: | The application of the Prins function for practical calculations is rather laborious. In the present article it is shown by analysis of some of the properties of this function that in most experiments with perfect crystals one may use functions of a much simpler form. Such a function is proposed, its use is shown on some examples, a method of simplified calculation of the fundamental constants of the Prins function is given, and finally some numerical examples are added as illustration.
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![tcy](/content/u44351906uj29x17/xxlarge1090.gif) ![vcy](/content/u44351906uj29x17/xxlarge1074.gif) ![icy](/content/u44351906uj29x17/xxlarge1080.gif) ![lcy](/content/u44351906uj29x17/xxlarge1083.gif) ![lcy](/content/u44351906uj29x17/xxlarge1083.gif) ![yucy](/content/u44351906uj29x17/xxlarge1102.gif) ![scy](/content/u44351906uj29x17/xxlarge1089.gif) ![tcy](/content/u44351906uj29x17/xxlarge1090.gif) ![rcy](/content/u44351906uj29x17/xxlarge1088.gif) ![acy](/content/u44351906uj29x17/xxlarge1072.gif) ![tscy](/content/u44351906uj29x17/xxlarge1094.gif) ![pcy](/content/u44351906uj29x17/xxlarge1087.gif) ![rcy](/content/u44351906uj29x17/xxlarge1088.gif) ![icy](/content/u44351906uj29x17/xxlarge1080.gif) ![vcy](/content/u44351906uj29x17/xxlarge1074.gif) ![iecy](/content/u44351906uj29x17/xxlarge1077.gif) ![dcy](/content/u44351906uj29x17/xxlarge1076.gif) ![iecy](/content/u44351906uj29x17/xxlarge1077.gif) ![ncy](/content/u44351906uj29x17/xxlarge1085.gif) ![pcy](/content/u44351906uj29x17/xxlarge1087.gif) ![rcy](/content/u44351906uj29x17/xxlarge1088.gif) ![icy](/content/u44351906uj29x17/xxlarge1080.gif) ![mcy](/content/u44351906uj29x17/xxlarge1084.gif) ![iecy](/content/u44351906uj29x17/xxlarge1077.gif) ![rcy](/content/u44351906uj29x17/xxlarge1088.gif) ![ncy](/content/u44351906uj29x17/xxlarge1085.gif) ![ucy](/content/u44351906uj29x17/xxlarge1091.gif) ![mcy](/content/u44351906uj29x17/xxlarge1084.gif) ![iecy](/content/u44351906uj29x17/xxlarge1077.gif) ![rcy](/content/u44351906uj29x17/xxlarge1088.gif) ![icy](/content/u44351906uj29x17/xxlarge1080.gif) ![chcy](/content/u44351906uj29x17/xxlarge1095.gif) ![iecy](/content/u44351906uj29x17/xxlarge1077.gif) ![scy](/content/u44351906uj29x17/xxlarge1089.gif) ![kcy](/content/u44351906uj29x17/xxlarge1082.gif) ![icy](/content/u44351906uj29x17/xxlarge1080.gif) ![rcy](/content/u44351906uj29x17/xxlarge1088.gif) ![acy](/content/u44351906uj29x17/xxlarge1072.gif) ![scy](/content/u44351906uj29x17/xxlarge1089.gif) ![chcy](/content/u44351906uj29x17/xxlarge1095.gif) ![iecy](/content/u44351906uj29x17/xxlarge1077.gif) ![ocy](/content/u44351906uj29x17/xxlarge1086.gif) .
These curves will be hereafter called Prins functions. The author is greatly indebted to M. Malkovská for the experimental data in Chapter VI. C and to V. Horáková for numerical computations of the integrals in Appendix 2. |
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