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MATLAB Central > MATLAB Newsreader > PDEPE boundary conditions ul equals ur 

Subject: PDEPE boundary conditions ul equals ur From: Tran Trung Luu Date: 7 Feb, 2014 12:28:09 Message: 1 of 9 
Hi all, 
Subject: PDEPE boundary conditions ul equals ur From: Torsten Date: 10 Feb, 2014 09:18:06 Message: 2 of 9 
"Tran Trung Luu" wrote in message <ld2jgp$mc3$1@newscl01ah.mathworks.com>... 
Subject: PDEPE boundary conditions ul equals ur From: Tran Trung Luu Date: 10 Feb, 2014 11:12:06 Message: 3 of 9 
> Why do you want to solve the equation numerically ? 
Subject: PDEPE boundary conditions ul equals ur From: Torsten Date: 10 Feb, 2014 11:46:07 Message: 4 of 9 
"Tran Trung Luu" wrote in message <ldac66$hmn$1@newscl01ah.mathworks.com>... 
Subject: PDEPE boundary conditions ul equals ur From: Tran Trung Luu Date: 10 Feb, 2014 16:15:08 Message: 5 of 9 
"Torsten" wrote in message <ldae5v$n3l$1@newscl01ah.mathworks.com>... 
Subject: PDEPE boundary conditions ul equals ur From: Torsten Date: 11 Feb, 2014 07:24:08 Message: 6 of 9 
"Tran Trung Luu" wrote in message <ldatuc$68u$1@newscl01ah.mathworks.com>... 
Subject: PDEPE boundary conditions ul equals ur From: Tran Trung Luu Date: 11 Feb, 2014 16:04:08 Message: 7 of 9 
"Torsten" wrote in message <ldcj6o$8e$1@newscl01ah.mathworks.com>... 
Subject: PDEPE boundary conditions ul equals ur From: Torsten Date: 12 Feb, 2014 07:40:12 Message: 8 of 9 
"Tran Trung Luu" wrote in message <lddhlo$ono$1@newscl01ah.mathworks.com>... 
Subject: PDEPE boundary conditions ul equals ur From: Tran Trung Luu Date: 12 Feb, 2014 16:22:09 Message: 9 of 9 
> pdepe is not suited to solve your partial differential equation (PDE)  not only because you want to impose periodic boundary condition. The main reason is that pdepe is suited to solve parabolic/elliptic PDEs (roughly speaking, PDEs with a second order derivative)  your PDE is hyperbolic in nature. 
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