"$usePool" 修訂間的差異

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(未顯示同一使用者於中間所作的 3 次修訂)
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Modeling the band to band tunneling (BTBT) with the BTBT formalism. The band to band tunneling rates are decided by
 
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The method is similar to BTBT. But one more parameters "s" is introduced. When s=-1, it will become Pool Frankel field dependent generation model. The generation rates are decided by
 
<br>
 
<br>
 
<math> G = a \times |E|^{p} \times exp\left( - \frac{b}{|E|^{s}} \right) +a2 \times |E|^{p2} \times exp\left( - \frac{b2}{|E|^{s2}} \right) </math>
 
<math> G = a \times |E|^{p} \times exp\left( - \frac{b}{|E|^{s}} \right) +a2 \times |E|^{p2} \times exp\left( - \frac{b2}{|E|^{s2}} \right) </math>
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The unit of b is V/cm
 
The unit of b is V/cm
 
The unit of a is <math>cm^{-3}s^{-1}</math>
 
The unit of a is <math>cm^{-3}s^{-1}</math>
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Note: If BTBT is used. This one cannot be used.
   
 
<br><br>
 
<br><br>
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In each layer, you will need to set the a b p coefficients.
 
In each layer, you will need to set the a b p coefficients.
 
If you don't want to consider BTBT in this layer. please set a and a2 equal to 0.0.
 
If you don't want to consider BTBT in this layer. please set a and a2 equal to 0.0.
 
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---------------------------
[[$useBTBT]]
 
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See also: <br>
 
[[$useBTBT]] [[$usenewBTBT]]

於 2021年9月7日 (二) 08:48 的最新修訂

The method is similar to BTBT. But one more parameters "s" is introduced. When s=-1, it will become Pool Frankel field dependent generation model.  The generation rates are decided by


 G = a \times |E|^{p} \times exp\left( - \frac{b}{|E|^{s}} \right) +a2 \times |E|^{p2} \times exp\left( - \frac{b2}{|E|^{s2}} \right)

The unit of b is V/cm The unit of a is cm^{-3}s^{-1}

Note: If BTBT is used. This one cannot be used.



For example:

$usePool 
a b p s a2 b2 p2 s2
a b p s a2 b2 p2 s2
a b p s a2 b2 p2 s2
a b p s a2 b2 p2 s2
...
...
... N layers

In each layer, you will need to set the a b p coefficients. If you don't want to consider BTBT in this layer. please set a and a2 equal to 0.0.


See also:
$useBTBT $usenewBTBT