📄 fxsummary.html
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<html><head><title>File Exchange Downloads: Summary Page</title><link rel="stylesheet" href="http://www-internal.mathworks.com/devel/sharedemos/styles.css" type="text/css" /></head><body><h3 align="right" STYLE="font-size:10pt;color:red">Last Updated on: 25-Nov-2007 11:03:09</h3><div class="main_intro"><h1><center>Summary</center></h1></div><div><h3 align="center"><a href="matlab: fxgoup('I:\File_Exchange_Toolbox\DragonCurve11069\fxsummary.html')" style="text-decoration:none" title="Go up one level"><img src="file:///I:/File_Exchange_Toolbox/fxreturn.png" style="border:0">My downloads</a></h3><table cellspacing="0" class="t1" id="table2"><tr><td valign="top" class="td1"><img src="http://www.mathworks.com/matlabcentral/files/11069/dragon.jpg" border="0" width="84" height="64"></td><td valign="top" class="td1"><h2><a href="http://www.mathworks.com/matlabcentral/fileexchange/loadFile.do?objectId=11069">Dragon Curve (aka Jurassic Park Fractal)</a><font style="font-size:x-small">(<a href="matlab: addpath('I:\File_Exchange_Toolbox\DragonCurve11069')" style="text-decoration:none">addpath</a>)</font></h2><span class="dim""><a href="http://www.mathworks.com/matlabcentral/fileexchange/loadAuthor.do?objectType=author&objectId=1095088">Joseph Kirk</a>, <a href="http://www.mathworks.com/matlabcentral/fileexchange/loadCategory.do?objectId=33&objectType=Category">Fractals</a>, Updated on 25-Nov-2007 11:03:08</span><br><span class="dim">CD to Local directory: <a href="matlab: cd('I:\File_Exchange_Toolbox\DragonCurve11069')">DragonCurve11069</a>, <a href="matlab: web('I:\File_Exchange_Toolbox\DragonCurve11069\fxsummary.html')">Summary Page</a></span><br><p><ul><li><a href="file:///I:/File_Exchange_Toolbox/DragonCurve11069/html/dragon_curve.html">DRAGON CURVE (aka JURASSIC PARK FRACTAL)</a></li></p></ul><br><br> The Dragon Curve is a fractal that was made famous in Jurassic Park, a novel by Michael Crichton.<br><br><br>This file calculates and plots the Dragon Curve. The user is encouraged to make their own variations of the fractal by experimenting with the following options:<br>(1) Initial starting shape<br>(2) Angle of rotation<br>(3) Number of fractal iterations<br><br><br>The m-file (dragon_curve.m) also automatically limits the size of the fractal to prevent the user from attempting to generate a fractal that uses an excessive amount of memory.<br><br><br>DISCLAIMER: This script can be a bit addicting! :) <br> <br><a href="http://www.mathworks.com/matlabcentral/fileexchange/loadFile.do?objectId=11069&objectType=file#review_submission"><b>Review this file</b></a><br><br><a href="matlab: deletefile('I:\File_Exchange_Toolbox\DragonCurve11069');" style="text-decoration:none"><b>Delete</b></a><br><br></td></tr></table><p></div></body></html>⌨️ 快捷键说明
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