test1.m

clear;
clc;
% This program solves the dynamic  economic dispatch  by
% quadratic programming and equal incremental cost critetion
% the data matrix should have 5 columns of fuel cost coefficients and plant  limits.
% 1.a ($/MW^2) 2. b $/MW 3. c ($) 4.lower lomit(MW) 5.Upper limit(MW)    
    data=[0.0051    2.2034   15.0000   12.0000   73.0000
    0.0040    1.9104   25.0000   26.0000   93.0000
    0.0039    1.8518   40.0000   42.0000  143.0000
    0.0038    1.6966   32.0000   18.0000   70.0000
    0.0021    1.8015   29.0000   30.0000   93.0000
    0.0026    1.5354   72.0000  100.0000  350.0000
    0.0029    1.2643   49.0000  100.0000  248.0000
    0.0015    1.2130   82.0000   40.0000  190.0000
    0.0013    1.1954  105.0000   70.0000  190.0000
    0.0014    1.1285  100.0000   40.0000  113.0000];
Pd1=[796 867 898 963 1072 1190 1391]';
dyneld
Allocation=PP'
Tcost