Surface wave at grazing-incidence Mössbauer diffraction
Dynamical theory of Mössbauer diffraction in the presence of hyperfine interaction for TRBD-geometry are developed. We show that “dispersion surfaces interaction” must be taken into account by exact solution of boundary condition if χ > 10 -4. We fined out that the oversurface diffracted wave int...
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Published in | Solid state communications Vol. 49; no. 8; pp. 743 - 748 |
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Main Authors | , |
Format | Journal Article |
Language | English |
Published |
Oxford
Elsevier Ltd
01.01.1984
Elsevier |
Subjects | |
Online Access | Get full text |
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Summary: | Dynamical theory of Mössbauer diffraction in the presence of hyperfine interaction for TRBD-geometry are developed. We show that “dispersion surfaces interaction” must be taken into account by exact solution of boundary condition if
χ > 10
-4. We fined out that the oversurface diffracted wave intensity reaches maximum value at ϑ ∼ ϑ
c and reveal an unusual angular dependence.
RaЗBйтa цйнaмйШesкaя тeoRйя нeкoмплaнaRнoй мossбaucRossкoй цифRaкции пRи нaлиШии sBeRчтoнкич Bзaи мoдeйsтBий Пoкaзaнo Штo пRи тoшнoм ReШeнии гRaнШнoй зaдaШи, esли
ϑ > 10
-4, нeoбчoдимo uШитыBaть эффeкт “BзaимoдeйsтBия диsпeRsиoнныч пoReRчнosтeй” Bыяsнeнo, Штo интeнsиBнosть дифRaкциoннo #0cy;тRaжeннoй Boлны мaкsимaльнa пRи ϑ ∼ ϑ
c и имeeт нeoбыШнuю uглoBuю зaBиsимosть |
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ISSN: | 0038-1098 1879-2766 |
DOI: | 10.1016/0038-1098(84)90071-1 |