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Linear PDE solution with constraints

Evan

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modified 17 hours ago

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Solving PDE with a non-linear constraint in MATLAB

CommunityBot

1

modified yesterday

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Discrete laplacian 9 point

Cristie

41

asked Nov 16 at 15:41

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Upwind scheme with periodic conditions

Akhaim

53

answered Nov 16 at 13:32

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Spurious oscillations in solving diffusion problems using finite elements

CommunityBot

1

modified Nov 3 at 19:11

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Kolmogorov $\epsilon$-entropy, $n$-width, and $\epsilon$-capacity and applications

Hiro

1

asked Oct 25 at 11:15

1 vote

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Solving second order coupled differential equations in python

LayerCakes

11

asked Oct 20 at 9:15

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Can I use MOL to solve 2D steady state PDE in terms of r and z spatial coordinates?

Chi Chi

1

asked Oct 17 at 16:20

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1 answer

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Applying spectral method to a damped, driven 2D bending-mode wave equation on an irregular domain with heterogeneous boundary conditions

MRule

141

answered Oct 9 at 16:25

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Can successive over-relaxation (SOR) method deal with ill-posed PDE BVP?

lightxbulb

476

modified Oct 7 at 16:38

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Poisson equation with discontinuous variable coefficient

Daniel Shapero

8,542

answered Oct 4 at 1:20

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Crank-Nicolson vs Spectral Methods for the TDSE

QuantumBrick

111

asked Oct 1 at 3:48

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Convergence stall when solving 2D Poisson PDE with pure Neumann boundaries (finite differences)

Maxim Umansky

2,168

answered Sep 23 at 3:37

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One dimensional $C^1$ finite elements

knl

1,936

modified Aug 21 at 12:59

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Linear PDE solution with constraints

Solving PDE with a non-linear constraint in MATLAB

Discrete laplacian 9 point

Upwind scheme with periodic conditions

Spurious oscillations in solving diffusion problems using finite elements

Kolmogorov $\epsilon$-entropy, $n$-width, and $\epsilon$-capacity and applications

Solving second order coupled differential equations in python

Can I use MOL to solve 2D steady state PDE in terms of r and z spatial coordinates?

Applying spectral method to a damped, driven 2D bending-mode wave equation on an irregular domain with heterogeneous boundary conditions

Can successive over-relaxation (SOR) method deal with ill-posed PDE BVP?

Poisson equation with discontinuous variable coefficient

Crank-Nicolson vs Spectral Methods for the TDSE

Convergence stall when solving 2D Poisson PDE with pure Neumann boundaries (finite differences)

One dimensional $C^1$ finite elements

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