Mathematical Equation Solver

ODE Solver

Enter your ordinary differential equation and initial conditions.

Equation (use y' for dy/dx):

Initial x:

Initial y:

Step size (h):

End point:

Method:

Enter your partial differential equation and boundary conditions.

Equation (use u_t for ∂u/∂t, u_xx for ∂²u/∂x²):

Spatial domain (x):

Time domain (t):

Initial condition u(x,0):

Boundary u(0,t):

Boundary u(L,t):

Spatial steps (Nx):

Time steps (Nt):

Time slice to view:

t = 0.00

Enter your equation and visualize the relationship between variables.

Equation (y as function of x):

x min:

x max:

Number of points:

Parameters (comma separated):