## Numerical solution of PDE:s, Part 8: Complex Ginzburg-Landau Equation

In the previous numerical solution posts, I described linear equations like diffusion equation and the Schrödinger equation, and how they

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# Category: Computing

## Numerical solution of PDE:s, Part 8: Complex Ginzburg-Landau Equation

## A Random Bubbles Picture with ImageJ

## Creating Bitmaps with Random Patterns

## An example of fractal generating code

## Numerical solution of PDE:s, Part 7: 2D Schrödinger equation

## Numerical solution of PDE:s, Part 6: Adiabatic approximation for quantum dynamics

## Numerical solution of PDE:s, Part 5: Schrödinger equation in imaginary time

## Numerical solution of PDE:s, Part 4: Schrödinger equation

## Numerical solution of PDE:s, Part 3: 2D diffusion problem

## Numerical solution of PDE:s, Part 2: Implicit method

In the previous numerical solution posts, I described linear equations like diffusion equation and the Schrödinger equation, and how they

In the last post, I described how to create an image with random B&W patterns by using random noise and

This time I’m going to write about image processing and computer graphics. Many of you may have seen procedurally generated

Fractals are structures that contain features at all scales, which means that they always reveal more features when zoomed into.

Haven’t been posting for a while, but here’s something new… Earlier I showed how to solve the 1D Schrödinger equation

Having solved the time-dependent Schrödinger equation both in real and imaginary time, we can move forward to investigate systems where

In the last post, I mentioned that the solution of the time dependent 1D Schrödinger equation can be written by

In the earlier posts, I showed how to numerically solve a 1D or 2D diffusion or heat conduction problem using

In the earlier posts related to PDE numerical integration, I showed how to discretize 1-dimensional diffusion or heat conduction equations

In the previous blog post, I showed how to solve the diffusion equation using the explicit method, where the equation