eetop.cn_franklin.digital

所属分类:matlab编程
开发工具:matlab
文件大小:86KB
下载次数:3
上传日期:2011-02-05 05:44:07
上 传 者pipicici
说明:  franklin.digital control of dynmica system的实验代码
(franklin.digital control of dynmica system of the experimental code)

文件列表:
fig0914.m (1277, 1998-05-22)
backwd.m (297, 1998-05-22)
bilinr.m (337, 1998-05-22)
c2dzp.m (182, 1998-05-22)
dclqr.m (304, 1998-05-22)
del.m (1283, 1998-05-22)
dioph.m (472, 1998-05-22)
disrw.m (229, 1998-05-22)
dzfr.m (675, 1998-05-22)
fig0204.m (972, 1998-05-22)
fig0209.m (431, 1998-05-22)
fig0210.m (604, 1998-05-22)
fig0210x.m (450, 1998-05-22)
fig0211.m (1124, 1998-05-22)
fig0215.m (617, 1998-05-22)
fig0216.m (801, 1998-05-22)
fig0302.m (1679, 1998-05-22)
fig0304.m (1292, 1998-05-22)
fig0305.m (1275, 1998-05-22)
fig0306.m (861, 1998-05-22)
fig0307.m (1342, 1998-05-22)
fig0308.m (1074, 1998-05-22)
fig0401.m (464, 1998-05-22)
fig0503.m (294, 1998-05-22)
fig0503a.m (264, 1998-05-22)
fig0503b.m (360, 1998-05-22)
fig0503c.m (335, 1998-05-22)
fig0503d.m (545, 1998-05-22)
fig0504.m (837, 1998-05-22)
fig0505.m (381, 1998-05-22)
fig0506.m (805, 1998-05-22)
fig0509.m (397, 1998-05-22)
fig0510.m (1071, 1998-05-22)
fig0511.m (479, 1998-05-22)
fig0604a.m (1952, 1998-05-22)
fig0604b.m (1997, 1998-05-22)
fig0604c.m (1996, 1998-05-22)
fig0609a.m (1613, 1998-05-22)
fig0609b.m (1610, 1998-05-22)
... ...

% This is a toolbox to generate the figures in "Digital Control of Dynamic Systems", Franklin, Powell, % Workman, 3rd edition, 19***. The .m files have been developed using Matlab v4.2 with the Control % System Toolbox, v3 and have been modified where required so that they execute correctly with Matlab % v5.0 with Control System Toolbox, v4. % Created by Franklin and Powell, March 9, 19***, modify as you wish for your own use. % % These M-files are User Contributed Routines which are being redistributed % by The MathWorks, upon request, on an "as is" basis. A User Contributed % Routine is not a product of The MathWorks, Inc. and The MathWorks assumes % no responsibility for any errors that may exist in the routines.

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