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Solve beam equation with elastic term using scipy solve_bvp

nicoguaro♦

8,582

modified Jul 16 at 18:19

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46 views

1D FDTD simulation of plane wave propagation and the Courant stability condition

Jerry Y

1

asked Jul 12 at 22:54

1 vote

1 answer

130 views

Coupled Partial Differential Equations

ReroDani

11

modified Jul 9 at 13:17

0 votes

0 answers

69 views

How can I get more accurate electric scalar potential in 2D closed box?

nicoguaro♦

8,582

modified Jul 5 at 15:15

2 votes

1 answer

278 views

Asking advice for implementation of Conservative Finite Difference Scheme for numerically solving Gross-Pitaevskii equation

sap7889

21

modified Jul 4 at 10:41

1 vote

0 answers

33 views

Imposing higher order finite difference schemes for boundary value problems on a finite interval

Cuhrazatee

111

asked Jun 25 at 20:23

1 vote

1 answer

149 views

Can domain decomposition methods also be applied to linear systems resulting from finite difference discretizations?

CommunityBot

1

modified Jun 25 at 9:07

0 votes

1 answer

129 views

Discretization of generalized kinetic term in 2D Poisson partial differential equation

CommunityBot

1

modified Jun 17 at 17:03

1 vote

0 answers

66 views

Deriving order of accuracy and interpreting a given discretization scheme when underlying method ( finite difference/volume) not known

me10240

445

modified Jun 8 at 18:00

1 vote

1 answer

417 views

Is there a simple way to avoid carbuncles for FD WENO methods?

CommunityBot

1

modified Jun 5 at 9:00

1 vote

0 answers

96 views

Implicit-Explicit Operator Splitting Scheme

mht

11

asked May 15 at 18:37

2 votes

1 answer

116 views

Are there necessary conditions for SOR algorithm to converge when used for 2D discrete Poisson problem, with PBC, besides solvability condition?

nicoguaro♦

8,582

modified May 15 at 12:05

0 votes

1 answer

423 views

Implementing Dirichlet BC for the Advection-Diffusion equation using a second-order Upwind Scheme finite difference discretization

CommunityBot

1

modified May 14 at 12:08

0 votes

1 answer

142 views

"Cleanest, most professional" approach to implement a finite differences scheme in dimension greater than two

MPIchael

3,005

modified May 13 at 6:31

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Solve beam equation with elastic term using scipy solve_bvp

1D FDTD simulation of plane wave propagation and the Courant stability condition

Coupled Partial Differential Equations

How can I get more accurate electric scalar potential in 2D closed box?

Asking advice for implementation of Conservative Finite Difference Scheme for numerically solving Gross-Pitaevskii equation

Imposing higher order finite difference schemes for boundary value problems on a finite interval

Can domain decomposition methods also be applied to linear systems resulting from finite difference discretizations?

Discretization of generalized kinetic term in 2D Poisson partial differential equation

Deriving order of accuracy and interpreting a given discretization scheme when underlying method ( finite difference/volume) not known

Is there a simple way to avoid carbuncles for FD WENO methods?

Implicit-Explicit Operator Splitting Scheme

Are there necessary conditions for SOR algorithm to converge when used for 2D discrete Poisson problem, with PBC, besides solvability condition?

Implementing Dirichlet BC for the Advection-Diffusion equation using a second-order Upwind Scheme finite difference discretization

"Cleanest, most professional" approach to implement a finite differences scheme in dimension greater than two

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