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        <dc:date>2017-05-09T10:38:42+00:00</dc:date>
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        <title>TechPaper #2014002: Equilibrium vacancy concentration</title>
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        <description>TechPaper #2014002: Equilibrium vacancy concentration

Compatibility

MatCalc version: 5.60 - ... 

Author: W. Mayer 

Created: 2014-04-09 

Revisions:  


Objectives

This paper describes how the vacancy concentration at equilibrium condition is evaluated in $E^f$$ S^f $$ G_i^f $\[ G_i^f = H_i^f - TS_i^f , \]$ H_i^f $$ S_i^f $\[H_i^f = E_i^f - pV_i^f , \]$ E_i^f $$ V_i^f $$p$$ pV_i^f $$ V_i^f $${Va}$$c_{tot}^{eq}$$c_{Va}^{eq}$\[
c_{Va}^{eq}  =\exp\left[- \frac{G_{Va}^f}{k_BT}\right] = \exp\left…</description>
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        <dc:date>2017-05-09T10:39:01+00:00</dc:date>
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        <title>TechPaper #2016001: Equilibrium trapping</title>
        <link>https://www.matcalc.at/wiki/doku.php?id=techpapers:equilib:trapping&amp;rev=1494319141&amp;do=diff</link>
        <description>TechPaper #2016001: Equilibrium trapping

Compatibility

MatCalc version: 6.0100 - ... 

Author: Y. Shan 

Created: 2016-08-01 

Revisions:  


Objectives

This paper describes how trapping at equilibrium condition is evaluated in MatCalc. It serves as a basis for the discussion for the trapping model.$i$$k$$\Delta E$$c_i$$i$$Li$$k$$Tki$\[
c_i = c_{Li} + \sum_{k}c_{Tki} .
\]$i$$y_{Li}$$k$$y_{Tki}$$c_{Li}$$c_{Tki}$$V_{L}$$V_{Tk}$\[
y_{Li} = c_{Li} V_{L}, \quad y_{Tki} = c_{Tki} V_{Tk} .
\]$V_{L}$…</description>
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