檢視 $calculatekp 的原始碼

$calculatekp is the command to solve 6x6 k.p Hamiltonian for nitride or wurtzite based wide bandgap materials. <br> 



 $calculatekp
 all
 <math> \theta </math>
 <math> \phi </math>
 kx_nmax  ky_nmax dk 
 A1 A2 A3 A4 A5 A6 A7  
 A1 A2 A3 A4 A5 A6 A7
 A1 A2 A3 A4 A5 A6 A7
 A1 A2 A3 A4 A5 A6 A7
 ..... (n layers)
 Weighting <math>\Delta_1</math>  <math>\Delta_2</math>  <math>\Delta_3</math> a c <math>c_{11}</math> <math>c_{12}</math> <math>c_{13}</math> <math>c_{33}</math> <math>c_{44}</math> <math>c_{66}</math>
 Weighting <math>\Delta_1</math>  <math>\Delta_2</math>  <math>\Delta_3</math> a c <math>c_{11}</math> <math>c_{12}</math> <math>c_{13}</math> <math>c_{33}</math> <math>c_{44}</math> <math>c_{66}</math>
 Weighting <math>\Delta_1</math>  <math>\Delta_2</math>  <math>\Delta_3</math> a c <math>c_{11}</math> <math>c_{12}</math> <math>c_{13}</math> <math>c_{33}</math> <math>c_{44}</math> <math>c_{66}</math>
 Weighting <math>\Delta_1</math>  <math>\Delta_2</math>  <math>\Delta_3</math> a c <math>c_{11}</math> <math>c_{12}</math> <math>c_{13}</math> <math>c_{33}</math> <math>c_{44}</math> <math>c_{66}</math>
 ..... (n layers)
 <math>D_1</math> <math>D_2</math> <math>D_3</math> <math>D_4</math> <math>D_5</math> <math>D_6</math>
 <math>D_1</math> <math>D_2</math> <math>D_3</math> <math>D_4</math> <math>D_5</math> <math>D_6</math>
 <math>D_1</math> <math>D_2</math> <math>D_3</math> <math>D_4</math> <math>D_5</math> <math>D_6</math>
 <math>D_1</math> <math>D_2</math> <math>D_3</math> <math>D_4</math> <math>D_5</math> <math>D_6</math>
 .....(n layers)

 Weighting is usually defined as 1 if each layer's parameters are calculated by user or GUI program. <br>
However, if it is not equal to 1, all parameters such as <math>\Delta_1</math>  <math>\Delta_2</math>  <math>\Delta_3</math> a c <math>c_{11}</math> <math>c_{12}</math> <math>c_{13}</math> <math>c_{33}</math> <math>c_{44}</math> <math>c_{66}</math>  <math>D_1</math> <math>D_2</math> <math>D_3</math> <math>D_4</math> <math>D_5</math> <math>D_6</math> will be weighted by   <br>

  n_layer_parameters = Weighting(n_layer_parameters) + (1-Weighting)*last_layer_parameters  <br>
 For example, if we have 5 layers, and weighting of the second layer is 0.5, then  <br>
  <math>\Delta_{1} (2)</math> =<math>\Delta_{1} (2) *  Weighting_2  + \Delta_{1} (5) *  (1-Weighting_2)</math>

<big>'''The $calculatekp setting for 1D-DDCC in GUI interface '''</big> <br>
1.Press the '''kp and Polarization'''.<br>
2.Press the '''Calculate kp'''.<br>
'''$calculatekp''' will only appear in the input file if '''Calculate kp''' is pressed. <br>
[[檔案:1d_$calculatekp_fig1.jpg|1300px]]<br>
<math> \theta </math>, <math> \phi </math> setting in '''Epitaxial Layer'''.<br>
After modifying the parameters, you need to press '''number 5''' to update the data.<br>
[[檔案:1d_$calculatekp_fig2.jpg|1300px]]<br>
Other parameters can be found in '''kp and Polarization'''.<br>
Number 6 can modify"kx_nmax, ky_nmax, dk".<br>
7.Press the '''kp table''' will show on Number 8.<br>
8.Choose you need parameters,they will show on Number 9.<br>
9.You can modify parameters in Number 9.<br>
[[檔案:1d_$calculatekp_fig3.jpg|1300px]]