Matlab Database > GUIs, Graphics & Visualization > Fractals

Fractals

  • Programs in Category Fractals

    Title Summary Primary Author Date
    1D, 2D and 3D Box-counting (fractal dimension)
    Box-Counting of a D-dimensional array (with D=1,2,3). Frederic Moisy 2006-11-23
    Asymmetric 2D Random Walk
    Simulates an two-dimensional asymmetric random walk and plots it. M2-TUM 2004-12-15
    Bowl
    This code generates a 3D surface that appears like a bowl. Mithun Aiyswaryan 2003-09-03
    Brownian Motion
    Simulates electrochemical aggregation using Brownian motion. M2-TUM 2004-12-15
    Cantor Set
    Draws the n-th iteration of the Cantor set. M2-TUM 2004-11-26
    Cantor Set and Devil's Stairs
    Illustrates the Cantor set and the Devil's stairs fractals. Dagmar Scherzinger 2002-12-17
    Cantor's
    Draws the n-th iteration of the curve called Cantor's devil's stairs. M2-TUM 2004-11-26
    Cellular Automat
    Simulates a cellular automat with some given rules. M2-TUM 2005-03-07
    Chaos Game
    Simulates the game of chaos by Michael Barnsley. M2-TUM 2004-11-24
    Continuous but never Differentiable
    Draws the n-th partial sum of a series of functions such that the limit is a function that is continuous everywhere but never differentiable. M2-TUM 2004-12-01
    Convergence of Newton in Complex Plane
    Shows the rate of convergence for each starting point (x,y) using Newton iteration for the equation x^p + i = 0. M2-TUM 2004-11-30
    Density
    This code generates the 3D surface interpretation of the Fractal density Mithun Aiyswaryan 2003-09-03
    Diffusion Simulation
    Simulates the movement of multiple particles in a fixed frame. These particles hit the wall or each other and hence change their impulse. M2-TUM 2004-12-15
    Drum Beats
    Creates a drum-like sound from an input wav-file. M2-TUM 2005-02-28
    Echo as a Self-similar Sound
    Creates different echo sounds from an input wav-file by a non-recursive or a recursive definition. M2-TUM 2005-02-28
    Epicicloide e Hipocicloide
    Grafica Epicicloide e Hipocicloide Miguel Ataurima 2005-06-06
    Four Instruments
    Composes a piece of music with four different 'voices' which must be put in by four wav-files. M2-TUM 2005-02-28
    Fractal Cone
    This source code generates a Fractal cone. Mithun Aiyswaryan 2003-08-09
    Fractal Dimension
    Calculates the dimension of a fractal curve or set in 2D using the box counting method. M2-TUM 2004-12-08
    Fractal Landscape 2D
    Draws the cut through a fractal landscape (randomized or deterministic version). M2-TUM 2005-01-17
    Fractal Landscape with Squares 3D
    Draws a fractal landscape (i.e. a recursively computed mountain) in 3D consisting of squares. M2-TUM 2005-01-18
    Fractal Landscape with Triangles 3D
    Draws a fractal landscape (i.e. a recursively computed mountain) in 3D consisting of triangles. M2-TUM 2005-01-18
    Hilbert's Space-filling Curve
    Draws the n-th iteration of Hilbert's space-filling curve. M2-TUM 2004-11-26
    IFS
    Constructs a fractal picture by the principle of a IFS (iterated function system). M2-TUM 2005-02-02
    Julia Set
    Draws the Julia set. M2-TUM 2004-11-30
    Julia Set GUI
    Creates colorful plots of the Julia set of a complex function. Andreas Klimke 2003-05-04
    Koch Curve
    Draws the Koch curve fractal. Dagmar Scherzinger 2002-12-17
    L-Systems 2D
    Simulates the L-system or string-rewriting-system in 2 dimensions. M2-TUM 2005-02-02
    L-Systems 3D
    Simulates the L-system or string-rewriting-system in 3 dimensions. M2-TUM 2005-02-02
    Linear Iterator
    Successively computes the values of the linear iterator f(x) = ax. M2-TUM 2005-03-01
    Lorenz Model GUI
    GUI to animate the solution of the "Lorenz Model". M2-TUM 2004-04-23
    Mandelbrot Set
    Draws the Mandelbrot set. M2-TUM 2004-11-26
    Mandelbrot Set GUI
    Graphical user interface to explore the Mandelbrot set. Andreas Klimke 2003-05-04
    Menger Cube
    Draws the n-th iteration of the Menger cube (or Menger sponge) M2-TUM 2004-11-26
    MRCM
    Constructs a fractal picture by the principle of a MRCM (multiple reduction copy machine). The algorithm stops after each iteration. M2-TUM 2005-02-01
    Multiple Bars
    Creates multiple bars of music with three different 'voices' which must be put in by three wav-files. M2-TUM 2005-02-28
    Newton Iteration in Complex Plane
    Shows the set of starting points (x,y) for each zero of the equations x^p + i = 0 (p=3, 5, 7) using Newton iteration. M2-TUM 2004-11-30
    Pascal's Triangle
    Draws Pascal's triangle with coloured hexagons. The colour of the hexagon with number n is determined by the parameter s (whether s divides n or not). M2-TUM 2004-11-26
    Peano Curve
    Draws the n-th iteration of the Peano curve. M2-TUM 2004-11-29
    Percolation Visualisation
    Draws a triangle of small objects which are black with probability z and white with probability 1-z. M2-TUM 2004-12-14
    Pythagoraeic Trees
    Constructs the n-th iteration of the fractal Pythagoraeic tree consisting of squares and triangles. M2-TUM 2005-06-17
    Quadratic Iterator
    Successively computes the values of the quadratic iterator f(x) = ax(1-x) M2-TUM 2005-03-01
    Randomised Koch Curve
    Draws the Koch curve at level n - randomised or normal. M2-TUM 2004-12-14
    Randomised Sierpinski Square
    Draws the Sierpinski triangle at level n into the unit square, but randomly permutes the four quarters of the square at each iteration. M2-TUM 2004-12-14
    Randomised Sierpinski Triangle
    Draws the Sierpinski triangle at level n with a randomised shape of the smaller triangles. M2-TUM 2004-12-14
    Roof
    This code plots a 3-Dimensional roof. Mithun Aiyswaryan 2003-09-03
    Rushing Water
    Simulates the sound of the waves at a beach, given an input wav-file with the sound of plain water. M2-TUM 2005-02-28
    Sawtooth Iterator
    Successively computes the values of an iterator on the sawtooth function. M2-TUM 2005-03-01
    Sierpinski Carpet
    Draws the n-th iteration of the Sierpinski carpet. M2-TUM 2004-11-26
    Sierpinski Gasket
    Plots the Sierpinski gasket. Dagmar Scherzinger 2002-12-17
    Sierpinski Triangle
    Creates the Sierpinski triangle based on Pascal's triangle. M2-TUM 2004-11-24
    Simple calculator
    GUI calculator with the basic functions. Mohammad alshikh khalil 2006-08-30
    Stock Price Simulation
    Simulates the development of a stock price at the financial market. M2-TUM 2004-12-15
    Symmetric 1D Random Walk
    Simulates a one-dimensional symmetric random walk (equal probability of going left or right) and plots it. M2-TUM 2004-12-15
    Symmetric 2D Random Walk
    Simulates a two-dimensional symmetric random walk (equal probability of going up, down, left or right) and plots it. M2-TUM 2004-12-15
    Tent Function Iterator
    Successively computes the values of an iterator on the tent function. M2-TUM 2005-03-02
    Three Dimensional Mandelbrot Fractals
    The enclosed source code generates the classical Mandelbrot sets and plots them as a 3-D surfact. Mithun Aiyswaryan 2003-08-09
    Tree Cluster Simulation
    Simulates a forest of trees. Some trees are burning at the beginning and the trees next to it catch fire; the simulation lasts until there is no fire left. M2-TUM 2004-12-15