"*.Nsum" 修訂間的差異

於 2018年7月4日 (三) 17:51 的修訂

The Nsum file is doing the integration of different regions n, p, Nd(a) (activated dopant), Radiative, nonradiative, Auger, and, generation The format is

 VG  VD  VS   $\int_{all} n(r) dr^{2}$   $\int_{all} p(r) dr^{2}$   $\int_{all} Nd(r) dr^{2}$   $\int_{all} Rad(r) dr^{2}$   $\int_{all} non_Rad(r) dr^{2}$   $\int_{all} Auger_non(r) dr^{2}$   $\int_{all} generation(r) dr^{2}$    $\int_{r1} n(r) dr^{2}$   $\int_{r1} p(r) dr^{2}$   $\int_{r1} Nd(r) dr^{2}$   $\int_{r1} Rad(r) dr^{2}$   $\int_{r1} non_Rad(r) dr^{2}$   $\int_{r1} Auger_non(r) dr^{2}$   $\int_{r1} generation(r) dr^{2}$   $\int_{r2} n(r) dr^{2}$    $\int_{r2} p(r) dr^{2}$ ...

r1 means region 1.
r2 means region 2.
it will repeat and upto 20 regions

"*.Nsum" 修訂間的差異

於 2018年7月4日 (三) 17:51 的修訂

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@@ 行 1： / 行 1： @@
 The Nsum file is doing the integration of different regions  n, p, Nd(a) (activated dopant), Radiative, nonradiative, Auger, and, generation
 The format is
-  VG  VD  VS  <math>\int_{all} n(r) dr^{2}</math> <math>\int_{all} p(r) dr^{2}</math> <math>\int_{all} Nd(r) dr^{2}</math> <math>\int_{all} Rad(r) dr^{2}</math> <math>\int_{all} non_Rad(r) dr^{2}</math> <math>\int_{all} Auger_non(r) dr^{2}</math> <math>\int_{all} generation(r) dr^{2}</math>  <math>\int_{r1} n(r) dr^{2}</math> <math>\int_{r1} p(r) dr^{2}</math> <math>\int_{r1} Nd(r) dr^{2}</math> <math>\int_{r1} Rad(r) dr^{2}</math> <math>\int_{r1} non_Rad(r) dr^{2}</math> <math>\int_{r1} Auger_non(r) dr^{2}</math> <math>\int_{r1} generation(r) dr^{2}</math> <math>\int_{r2} n(r) dr^{2}</math> ...
+  VG  VD  VS  <math>\int_{all} n(r) dr^{2}</math> <math>\int_{all} p(r) dr^{2}</math> <math>\int_{all} Nd(r) dr^{2}</math> <math>\int_{all} Rad(r) dr^{2}</math> <math>\int_{all} non_Rad(r) dr^{2}</math> <math>\int_{all} Auger_non(r) dr^{2}</math> <math>\int_{all} generation(r) dr^{2}</math>  <math>\int_{r1} n(r) dr^{2}</math> <math>\int_{r1} p(r) dr^{2}</math> <math>\int_{r1} Nd(r) dr^{2}</math> <math>\int_{r1} Rad(r) dr^{2}</math> <math>\int_{r1} non_Rad(r) dr^{2}</math> <math>\int_{r1} Auger_non(r) dr^{2}</math> <math>\int_{r1} generation(r) dr^{2}</math> <math>\int_{r2} n(r) dr^{2}</math>  <math>\int_{r2} p(r) dr^{2}</math>...
  r1 means region 1.