Difference between revisions of "Solution details"

From New IAC Wiki
Jump to navigation Jump to search
(Created page with "=asymptotic solution details for Boltzmann equation for a hole has a uniform electric field= <math> (\frac {\partial^2{}}{\partial{x^2}} +\frac {\partial^2{}}{\partial{x^2}}…")
 
Line 11: Line 11:
 
for the previous equation let consider the asymptotic solution has the form:
 
for the previous equation let consider the asymptotic solution has the form:
  
−
<math> n(x', y', z') = \exp{\lambda_L z"} </math>
+
<math> n(x', y', z') = exp(\lambda_L z') </math>

Revision as of 17:57, 25 October 2013

asymptotic solution details for Boltzmann equation for a hole has a uniform electric field

[math] (\frac {\partial^2{}}{\partial{x^2}} +\frac {\partial^2{}}{\partial{x^2}})[/math]n + [math] D_L \frac {\partial^2{}}{\partial{z^2}}[/math] - [math] W \frac {\partial{}}{\partial{z}}[/math] n = 0

Steps to solve Boltzmann equation

for the previous equation let consider the asymptotic solution has the form:

[math] n(x', y', z') = exp(\lambda_L z') [/math]

Retrieved from "https://wiki.iac.isu.edu/index.php?title=Solution_details&oldid=88929"