「$useschrodn」：修訂間差異
跳至導覽
跳至搜尋
已建立頁面，內容為 "2D-DDCC solves the Poisson Drift-diffusion self-consistently. If we want to solve Schrodiner equations and get the eigen values, it would be very time consuming. The..." |
無編輯摘要 |
||
| 第1行： | 第1行： | ||
2D-DDCC solves the Poisson Drift-diffusion self-consistently. If we want to solve Schrodiner equations and get the eigen values, it would be very time consuming. Therefore, there is a special function to get the eigen wave functions and eigen levels in the cross section. | 2D-DDCC solves the Poisson Drift-diffusion self-consistently. If we want to solve Schrodiner equations and get the eigen values, it would be very time consuming. Therefore, there is a special function to get the eigen wave functions and eigen levels in the cross section. Using [[$useschrodn]] can achieve this. | ||
$useschrodn | $useschrodn | ||
於 2017年9月3日 (日) 11:42 的修訂
2D-DDCC solves the Poisson Drift-diffusion self-consistently. If we want to solve Schrodiner equations and get the eigen values, it would be very time consuming. Therefore, there is a special function to get the eigen wave functions and eigen levels in the cross section. Using $useschrodn can achieve this.
$useschrodn