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Quick Start in MATLAB

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Outline 1- Quick Introduction to MATLAB 2- PDE Toolbox 3- BVP 4- 3 Steps to use PDE Toolbox 5- Worked Example Quick Start in MATLAB MATLAB Help (Help/MATLAB Help ... – PowerPoint PPT presentation

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Title: Quick Start in MATLAB


1
Outline
1- Quick Introduction to MATLAB 2- PDE
Toolbox 3- BVP 4- 3 Steps to use PDE
Toolbox 5- Worked Example
2
Quick Start in MATLAB
  • MATLAB Help (Help/MATLAB Help/Getting
    Startted/Manipulating Matrices)
  • Read getstart.pdf file
  • A Matlab tutorial from the University of New
    Hampshire
  • Matlab Primer (for an earlier version of Matlab)
  • A Matlab tutorial from the University of New
    Hampshire
  • MATLAB Online Reference Documentation provides
    direct hypertext links to specific MATLAB
    function descriptions (from the Math Dept,
    University of Florida).
  • Matlab Help Desk (including manuals).
  • Mathworks, Inc., producers of Matlab.
  • Mathtools.net a technical computing portal for
    scientific and engineering needs.

3
PDE Toolbox
  • The Partial Differential Equation Toolbox is a
    Matlab based collection of tools for solving
    Partial Differential Equations (PDEs) on a
    two-dimensional surface using the Finite Element
    Method (FEM).
  • The 2-D surface can be drawn using four different
    types of solid objects rectangles, ellipses,
    circles, and polygons.
  • A brief overview of the major steps of a PDE
    Toolbox GUI (pdetool) session

4
Start PDE toolbox
  • Start MATLAB
  • Start PDE Toolbox
  • type gtgt pdetool

5
Boundary Value Problem (BVP)
  • Find
  • PDE in
  • Under the BC (Boundary Condition)
  • BC on

6
Example of BVP
(1,1)
  • Find
  • in
  • with the BC (Boundary Condition)
  • on

7
3 Steps
  • I- Define PDE problem
  • II- Solve the PDE problem
  • III- Visualize the results

8
Example
  • Solve

9
I- Define a PDE problem
  • 1 Draw mode you create the geometry
  • ( set of rectangle, circle, ellipse,
    and polygon)
  • 2- Boundary mode specify the boundary
    conditions
  • (different types of BC on different
    boundary segments)
  • 3- PDE mode specify the type of PDE and the
    coeff
  • (Elliptic, Parabolic, Hyperbolic)

10
II- Solve a PDE problem
  • 1 Mesh mode generate and plot meshes
  • ( generate, refine, control
    parameters, show labels)
  • 2- Solve mode solve the discrete problem
  • (Elliptic, Parabolic, Hyperbolic)

11
III- Visualize the results
  • 1 Plot mode wide range of visualization
    possibilities
  • ( color, vector field plots,
    surface, mesh, contour)
  • ( time-dependent animated movie)

12
Solve A PDE problem
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