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Matlab

Matlab Databook.pdf

September 13, 2008 · Filed Under Matlab · 2 Comments  · Tags: ,

This document is aimed at 3rd and 4th years who need to revise matlab for use in coursework. Many of the examples are taken from Prof J.M.Maciejowski’s Getting started with Matlab and Dr Paul Smith’s Tutorial Guide to Matlab. most of the material also applies to using octave.

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An Introduction to Matlab Version 2.3 (MatLab Notes).pdf

August 15, 2007 · Filed Under Matlab · 2 Comments  · Tags:

Short Table of Contents of An Introduction to Matlab Version 2.3.pdf: 1 MATLAB, 2 Starting Up, 3 Matlab as a Calculator, 4 Numbers & Formats, 5 Variables, 6 Suppressing output, 7 Built-In Functions, 8 Vectors, 9 Keeping a record, 10 Plotting Elementary Functions, 11 Keyboard Accelerators, 12 Copying to and from Word and other applications, 13 Script Files, 14 Products, Division & Powers of Vectors, 15 Examples in Plotting, 16 Matrices|Two-Dimensional Arrays, 17 Systems of Linear Equations, 18 Characters, Strings and Text, 19 Loops, 20 Logicals, 21 Function m-files, 22 Further Built-in Functions, 23 Plotting Surfaces, 24 Timing, 25 On-line Documentation, 26 Reading and Writing Data Files, 27 Graphic User Interfaces, 28 Command Summary

MATLAB Primer 3rd edition.pdf

August 14, 2007 · Filed Under Matlab · 3 Comments  · Tags:

The purpose of MATLAB Primer is to help you begin to use MATLAB. It is not intended to be a substitute for the User’s Guide and Reference Guide for MATLAB. The Primer can best be used hands-on. You are encouraged to work at the computer as you read the Primer and freely experiment with examples. This Primer, along with the on-line help facility, usually sufice for students in a class requiring use of MATLAB.

Introduction to Matlab.pdf

August 14, 2007 · Filed Under Matlab · 1 Comment  · Tags:

Short table of contents of Introduction to Matlab.pdf: Running Matlab, Variables,Input, Calculating, and Output, Arrays and x-y Plotting, Surface, Contour, and Vector Field Plots, Vector Products, Dot and Cross, Linear Algebra, Polynomials, Loops and Logic, Derivatives and Integrals, Interpolation and Extrapolation, FFT (Fast Fourier Transform), Make Your Own Functions: Inline and M-files, Fitting Functions to Data, Systems of Nonlinear Equations, Ordinary Differential Equations, and Publication Quality Plots

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