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Difference between revisions of "Primary extinction"

From Online Dictionary of Crystallography

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<Font color="blue">Extinction primaire</Font> (''Fr''). <Font color="black">Estinzione primaria </Font>(''It'').
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<font color="blue">Extinction primaire</font> (''Fr''). <font color="red">Primärextinktion</font> (''Ge''). <font color="black">Estinzione primaria </font>(''It''). <font color="purple">1次消衰効果</font> (''Ja''). <font color="green">Extinción primaria</font> (''Sp'').
  
The '''primary extinction''' is responsible for the loss of intensity due to dynamic effect inside every block of a [[mosaic crystal]]. At the Bragg angle, each incident wave can undergo multiple reflections from different atomic planes; each scattering introduced causes a phase difference of &lambda;/4 = &pi;/2 so that along each direction waves differing by an even number of scattering, ''i''.''e''. by n&pi; in phase, interfere, whose intensity decreasing rapidly with the number of scatterings. Because of the decrease in intensity of waves multiply scattered, the effect of waves differing by more than two scatterings can normally be neglected: in each direction one observes then the destructive interference between waves having a significant difference in intensity and an overall reduction of the intensity with respect to the intensity given by the kinematical theory.
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The '''primary extinction''' is responsible for the loss of intensity due to dynamic effect inside every block of a [[mosaic crystal]]. At the Bragg angle, each incident wave can undergo multiple reflections from different atomic planes; each scattering introduced causes a phase difference of &lambda;/4 = &pi;/2 so that along each direction waves differing by an even number of scattering, ''i.e.'' by ''n''&pi; in phase, interfere, whose intensity decreases rapidly with the number of scatterings. Because of the decrease in intensity of waves multiply scattered, the effect of waves differing by more than two scatterings can normally be neglected: in each direction one observes then the destructive interference between waves having a significant difference in intensity and an overall reduction of the intensity with respect to the intensity given by the [[kinematical theory]].
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The effect is described by the dynamical theory, which shows that the diffracted intensity by a crystal ''p'' planes thick is proportional to (tanh ''pq'')/''pq'', where ''q'' is the amplitude diffracted by a single plane.
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==See also==
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*[[Mosaic crystal]]
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*[[Secondary extinction]]
  
 
[[Category:X-rays]]
 
[[Category:X-rays]]

Latest revision as of 10:06, 17 November 2017

Extinction primaire (Fr). Primärextinktion (Ge). Estinzione primaria (It). 1次消衰効果 (Ja). Extinción primaria (Sp).


The primary extinction is responsible for the loss of intensity due to dynamic effect inside every block of a mosaic crystal. At the Bragg angle, each incident wave can undergo multiple reflections from different atomic planes; each scattering introduced causes a phase difference of λ/4 = π/2 so that along each direction waves differing by an even number of scattering, i.e. by nπ in phase, interfere, whose intensity decreases rapidly with the number of scatterings. Because of the decrease in intensity of waves multiply scattered, the effect of waves differing by more than two scatterings can normally be neglected: in each direction one observes then the destructive interference between waves having a significant difference in intensity and an overall reduction of the intensity with respect to the intensity given by the kinematical theory.

The effect is described by the dynamical theory, which shows that the diffracted intensity by a crystal p planes thick is proportional to (tanh pq)/pq, where q is the amplitude diffracted by a single plane.

See also