"$activateStimEL" 修訂間的差異

出自 DDCC TCAD TOOL Manual
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<math> B_{0}: </math> is the radiative recombination coefficient
 
<math> B_{0}: </math> is the radiative recombination coefficient
 
<math> R_{th}:</math> is the threshold recombination rate
 
<math> R_{th}:</math> is the threshold recombination rate
<math> R_{rad}: </math> is the spontaneous radiative recombination rates decided by <math> B_{0}\times n \times p </math>
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<math> R_{rad}: </math> is the spontaneous radiative recombination rates decided by <math> B_{0}\times n \times p </math>
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<math> \beta: </math> is the fitting coefficient.
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The way to activate the command is as following
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$activateStimEL
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Method QW_number 1st_QW_layerNum 2nd_QW_layerNum 3rd_QW_layerNum ...
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<math> \beta_{1} R_{th,1} </math> , P3_1, P4_1
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<math> \beta_{2} R_{th,2} </math> , P3_2, P4_2
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<math> \beta_{3} R_{th,3} </math> , P3_3, P4_3
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<math> \beta_{4} R_{th,4} </math> , P3_4, P4_4
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<math> \beta_{5} R_{th,5} </math> , P3_5, P4_5
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.....
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..... total N layers (regions)
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<math> \beta_{N} R_{th,N} </math> , P3_N, P4_N
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Method: 1 -> Given <math> \beta and R_{th} </math> of each layer. If this is layer is not QW, set <math> \beta=0.0 R_{th}=0.0 </math>
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Method: 2 -> defined for future expansion
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P3, P4 : Not used, may be used when Method 2 is activate in the future
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For example:
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$activateStimEL
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1 1 2
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0.000 5.0e27 0.00 0.00
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1.000d-4 5.0e27 0.00 0.00
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0.000 5.0e27 0.00 0.00
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0.000 5.0e27 0.00 0.00
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In this command, use method 1. There is 1 QW which is the 2nd layer. The <math> \beta and R_{th} </math> of the 2nd layer is 1.0e-4 and 5.0e27 <math> (1/cm^{3}s) </math>

於 2019年9月29日 (日) 21:36 的修訂

$activateStimEL is a command used to enable the calculation of stimulate Emission.

The stimulate emission coefficient is calculated by:

B_{stim} = B_{0} \times \beta \times \frac{R_{rad}}{R_{th}-R_{rad}}
R_{stim} = B_{stim} \times n \times p 
 B_{0}:  is the radiative recombination coefficient
 R_{th}: is the threshold recombination rate
 R_{rad}:  is the spontaneous radiative recombination rates decided by   B_{0}\times n \times p 
 \beta:  is the fitting coefficient. 

The way to activate the command is as following

$activateStimEL
Method QW_number 1st_QW_layerNum 2nd_QW_layerNum 3rd_QW_layerNum ...
 \beta_{1}  R_{th,1}  , P3_1, P4_1
 \beta_{2}  R_{th,2}  , P3_2, P4_2
 \beta_{3}  R_{th,3}  , P3_3, P4_3
 \beta_{4}  R_{th,4}  , P3_4, P4_4
 \beta_{5}  R_{th,5}  , P3_5, P4_5
.....
..... total N layers (regions)
 \beta_{N}  R_{th,N}  , P3_N, P4_N
Method: 1 -> Given  \beta and R_{th}  of each layer. If this is layer is not QW, set  \beta=0.0  R_{th}=0.0 
Method: 2 -> defined for future expansion
P3, P4 : Not used, may be used when Method 2 is activate in the future


For example:

$activateStimEL
1 1 2 
0.000 5.0e27 0.00 0.00
1.000d-4 5.0e27 0.00 0.00
0.000 5.0e27 0.00 0.00
0.000 5.0e27 0.00 0.00

In this command, use method 1. There is 1 QW which is the 2nd layer. The  \beta and R_{th} of the 2nd layer is 1.0e-4 and 5.0e27  (1/cm^{3}s)