回答済み
Does hyperbolic-solver really use a nonlinear solver?!
Sorry about that! Apparently this GUI is too sophisticated for me ;-) I think I got it this time. Bill

8年弱 前 | 0

回答済み
Does hyperbolic-solver really use a nonlinear solver?!
Hi, I think that referring to gradient components in the form e.g. ux(1,:) is fine. But entering complicated nonlinear coeffi...

8年弱 前 | 0

回答済み
Does hyperbolic-solver really use a nonlinear solver?!
Oh, sorry, I thought you were using the documented hyperbolic function. I'm afraid I have no idea why your code isn't doing wha...

8年弱 前 | 0

回答済み
Does hyperbolic-solver really use a nonlinear solver?!
The first thing to check is that your version of MATLAB is R2012b or newer. The nonlinear hyperbolic (and parabolic) solvers hav...

8年弱 前 | 0

回答済み
Scalar PDE Coefficients in Function Form for the 'parabolic' pde solver
OK, so N is a very large number? parabolic calculates a single time-dependent solution from a single initial solution vector....

8年弱 前 | 0

回答済み
Scalar PDE Coefficients in Function Form for the 'parabolic' pde solver
Sorry, I'm not understanding your question. If you want to compute K (or M or F) for a specific u-vector, you can call assema...

8年弱 前 | 0

回答済み
Solving an elliptic PDE with a point source
Hi, As you've probably observed, PDE Toolbox doesn't support the du/dx term explicitly. However there is a trick you can try ...

8年弱 前 | 0

回答済み
How to generate regular mesh in pde toolbox? (in a mutiple subdomain geometry)
I guess the first question is, what is the reason for the four subdomains? If the objective is simply to have different properti...

8年弱 前 | 0

| 採用済み

回答済み
Why use triangular mesh when solving poisson equation in pde toolbox?
Hi, Because your domain is rectangular, you can use the poimesh function to generate a "regular" triangular mesh on that doma...

8年弱 前 | 0

| 採用済み

回答済み
nonlinear heat transfer in a thin plate - error help
This example works only in R2012b (or newer) versions of MATLAB. If you are using one of these versions, please post the full e...

8年弱 前 | 0

回答済み
How can I enter a source term which is a vector, to solve -div(cgradu)=F(F a vector)?
Yes, your pdebound function is incorrect for a system of PDE (N>1). Specifically, as this documentation page shows, http://w...

8年弱 前 | 0

回答済み
How can I enter a source term which is a vector, to solve -div(cgradu)=F(F a vector)?
I assume N is > 1? How did you define the first argument to assempde, b? I'm guessing that the problem at line 245 of assempde...

8年弱 前 | 0

回答済み
Solving a system of PDE, not on the same control volume
Your pdefun function should look something like this: function [c,f,s] = pdefun(x,t,u,DuDx) if(x < L) k = a...

8年弱 前 | 0

| 採用済み

回答済み
Definition of the c coefficient for assempde
>Do you recommend to keep trying to resolve it with this pde tool? Yes, definitely. I'm almost certain that the 10-entry versio...

8年弱 前 | 0

回答済み
Solving a system of PDE, not on the same control volume
Hi, There is no difficulty using pdepe to solve your equation. You define xmesh over the full 2L length and, for best result...

8年弱 前 | 0

回答済み
Definition of the c coefficient for assempde
Hi, Your coefficients are sufficiently complicated that I'm not sure I understand all the issues, but hopefully I can at leas...

約8年 前 | 0

回答済み
Definition of the c coefficient for assempde
Hi, Yes, you can solve your problem with PDE Toolbox. I recommend writing a MATLAB function to define your c-coefficient a...

約8年 前 | 0

| 採用済み

回答済み
pdepe: Unable to meet integration tolerances without reducing the step size below the smallest value allowed
Hi, pdepe is designed for PDEs where the diffusion term is relatively large compared with the convection term. In your equat...

約8年 前 | 0

| 採用済み

回答済み
How is pdepe solving?
At the very bottom of the www page you show above is this reference: 1] Skeel, R. D. and M. Berzins, "A Method for the Spatia...

約8年 前 | 0

| 採用済み

回答済み
Why is the PDE Toolbox solving my parabolic equation incorrectly?
Hi, I have looked further into this issue of a divergent solution when n is positive but less than 2*pi^2. Not surprising...

約8年 前 | 0

回答済み
Why is the PDE Toolbox solving my parabolic equation incorrectly?
Hi, I have already replied to your post in the MATLAB newsgroup but I guess you didn't see it. I've included the same inform...

約8年 前 | 0

| 採用済み

回答済み
How to solve a non-standard PDE using MATLAB pde-toolbox?
For a single dependent variable like you have, the c-coefficient can be a 2x2 matrix. That is explained on this documentation pa...

約8年 前 | 0

| 採用済み

回答済み
Solving PDEs: Number of rows required in output of user defined coefficient functions
Hi Susannah, I think I can give you some help on this. I'll discuss the c-coefficient since that is the most complex one. ...

約8年 前 | 0

| 採用済み

回答済み
What are the meaning of row 6 and 7 in the decomposed geometry matrix in matlab R2013b?
Hi, There were no changes to the decomposed geometry matrix in PDE Toolbox for the R2013b release. This documentation page is...

約8年 前 | 0

回答済み
Strange behaviour of pde-toolbox in labeling or a bug?
Hi, The way I have dealt with the problem of defining coefficient matrices when I have had geometries similar to yours is to ...

約8年 前 | 0

回答済み
Strange behaviour of pde-toolbox in labeling or a bug?
Hi, Your geometry is unusual in that none of the rectangles intersect each other. The algorithm in function decsg is designe...

約8年 前 | 1

| 採用済み

回答済み
How can I solve simultaneous PDEs using pdepe?
By "two pdes that are interlinked" do you mean that you have two PDE and two dependent variables, say, u1 and u2? If so, pde...

約8年 前 | 1

回答済み
How to solve 2-D steady state heat conduction problem in MATLAB ?
MATLAB function pdepe can solve PDE in only *one* spatial dimension and time. The PDE Toolbox can solve PDE in two spatial di...

約8年 前 | 0

回答済み
explanation on boundary condition matrix
Have you looked at this page? <http://www.mathworks.com/help/pde/ug/assemb.html> There is a general description of the mat...

約8年 前 | 0

| 採用済み

回答済み
get solution in spesific point in the domain after solving pde
There are several ways to do this. Here is one simple one: % p is the point matrix from initmesh % u is the solution f...

約8年 前 | 0

| 採用済み

もっと読み込む