回答済み
Spatial discretization has failed. Discretization supports only parabolic and elliptic equations, with flux term involving spatial derivative.
Your boundary conditions for u2 (q=0, p=0 at each end) are not valid. The second equation in your system (u2_t=...) is, in fact...

5年以上前 | 0

| 採用済み

回答済み
Gas-Solid Reaction Modeling with Random Pore Model. Pdepe: Spatial discretization has failed. Discretization supports only parabolic and elliptic equations, with flux term involving spatial derivative.
Your right-end boundary conditions are invalid. Possibly you want: pr=[ur(1)-1 0]'; qr =[0 1]' ;

5年以上前 | 1

| 採用済み

回答済み
How to define a step function as input BC in pdepe?
Here is the way you want to define such a BC: if(t>=50) pl = [ul(1);0]; else pl = [ul(1)-10;0]; end One thing you ha...

5年以上前 | 0

回答済み
PDE with time-dependent boundary conditions
I do not believe it is possible to solve this problem with pdepe. However I have written a one-dimensional PDE solver which i...

5年以上前 | 0

| 採用済み

回答済み
Problem about mixture of ode-pde
I have developed a PDE solver, pde1dM, that Ibelieve can solve your coupled PDE/ODE system. The solver runs in MATLAB and is s...

5年以上前 | 1

| 採用済み

回答済み
Solve heat equation with source term
T and m are referred to as dependent variables, not independent; x and t are the independent variables. This Example shows how t...

5年以上前 | 0

| 採用済み

回答済み
Unable to meet integration tolerances
Your equations have a fundamental error. Just calculate the "s" term along the length at the initial temperature and the problem...

5年以上前 | 0

回答済み
How to solve PDE problem
Your PDE can replaced by these two PDE which is a form acceptable to pdepe. However, pdepe, or in fact any numerical method,...

5年以上前 | 1

| 採用済み

回答済み
Solving second order PDE
The reason that pdepe imposes a boundary condition of the flux equal zero at the center is that this is required for the proble...

5年以上前 | 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 at time t.
You are trying to solve a system of ODE which is something pdepe is not designed for. Specifically, the pdepe documentation says...

5年以上前 | 0

| 採用済み

回答済み
1D Fourier equation with temperature dependent thermal properties
function [c,f,s] = pdex1pde(x,t,T,dudx,diffr,Tfront) diffr=3.34E-10*T^4 - 9.37E-07*T^3 + 9.38E-04*T^2 - 4.80E-01*T + 2.09E+02; ...

5年以上前 | 0

回答済み
how can I code a system of 2 pdes and an ode for modelling a packed bed
I did some experimentation with your code. Here are a couple of comments related to the changes I made: Because the equations a...

5年以上前 | 0

回答済み
PDE system - pdepe system example - error or incomplete description on Matlab website?
Looks like you have found an error in this documentation page. If you look at equation 3 in the referenced paper you will see th...

約6年前 | 0

| 採用済み

回答済み
Pdepe: Spatial discretization has failed. Discretization supports only parabolic and elliptic equations, with flux term involving spatial derivative.
Your boundary conditions (BC) are specified incorrectly; a qr(i) value of zero and pr(i)=constant is not a valid BC. Since you ...

約6年前 | 0

| 採用済み

回答済み
PDEPE: Unable to meet integration tolerances for large values of Ra
The convergence problem you are seeing is due to the strong boundary layer effect near , i.e. the solution is undergoing a shar...

約6年前 | 0

回答済み
How to define stepchanges, variable BC for different timeintervalls using pdepe?
The reason that your code didn't show a change in the BC with time is due to the programming error that Torsten pointed out. If ...

6年以上前 | 1

| 採用済み

回答済み
Euler-Bernoulli's beam ODE or PDE
Take a look at this example: beam dynamics with pdepe

7年弱前 | 0

| 採用済み

回答済み
Solving advection diffusion pde
The only problem I see with your code is in the boundary conditions. I corrected your bcfun function and have attached my versio...

約7年前 | 1

回答済み
Moving boundary problem with Stefan condition (modeling mass and heat transfer for sublimation front)
I think you may be able to solve this problem using the |pdepe| function. The idea is that you model both phases as a single re...

7年以上前 | 0

回答済み
Error using pdepe - Spatial discretization has failed. Discretization supports only parabolic and elliptic equations, with flux term involving spatial derivative.
The fundamental cause of your problem is that your initial conditions are inconsistent with your boundary condition at |x=0|. M...

7年以上前 | 1

| 採用済み

回答済み
How to rewrite a PDE equation and set the parameters for solving the temperature changes?
I think you can use |pdepe| to solve this but you need to include both the equation for Ts and the one for Tg; in your pde funct...

7年以上前 | 0

回答済み
How do I solve fourth order PDE numerically?
I have created an example, which might be of help, showing how to use the |pdepe| function to solve the beam equation : <https:...

7年以上前 | 1

| 採用済み

回答済み
How to speed up LU decomposition in ode15s solver?
You didn't provide any details of exactly how you are using |ode15s| but I suspect you can substantially improve the performance...

7年以上前 | 0

| 採用済み

回答済み
what is wrong in my pdepe code ?
The problem you have described is ill-posed. The source term must be prescribed over some finite length of the domain, not simp...

7年以上前 | 1

回答済み
Error in using MATLAB PDEPE function - incorrect matrix sizing
The line f = [DuDx-Pe.*u(1); 0]; is creating a variable |f| with three rows rather than the correct two rows because |Du...

7年以上前 | 0

回答済み
Implicit formulation of finite difference with ode15s
I am still unclear on many aspects of your problem. And I am unable to access the paper you reference so that is of no help to...

7年以上前 | 0

| 採用済み

回答済み
issue with pdepe: "Spatial discretization has failed."
Beyond the problems already mentioned by Torsten, the reason for the error message is that you have listed the returned argumen...

8年弱前 | 0

回答済み
Step Function as Input Boundary Condition to MATLAB PDEPE solver
I suggest you smooth the sharp corners in your boundary condition profile using a Heaviside function similar to the code below. ...

8年弱前 | 1

| 採用済み

回答済み
Error in solving system of two reaction-diffusion equations?
The flux term in your pdex4pde function doesn't match the equations you show in your attached pdf. Assuming the pdf is correct,...

約8年前 | 0

回答済み
How can I solve an ODE when F(x0)=F'(x0)=0 is given at an unknown point x=x0 using bvp5c?
You have a second order ODE so you need two boundary conditions. The term "boundary condition" implies that you know the locatio...

8年以上前 | 0