I need a legend of the 5 slopes only, without the graphs of the \'-o\'. ODB1_ave
ID: 3160866 • Letter: I
Question
I need a legend of the 5 slopes only, without the graphs of the '-o'.
ODB1_ave =(ODB1_0816+ODB1_0826+ODB1_0923+ODB1_0924)/4;
ODB1_ave = ODB1_ave - mean( ODB1_ave(1:1) );
ODC1_ave =(ODC1_0816+ODC1_0826+ODC1_0923+ODC1_0924)/4;
ODC1_ave = ODC1_ave - mean( ODC1_ave(1:1) );
ODD1_ave =(ODD1_0816+ODD1_0826+ODD1_0923+ODD1_0924)/4;
ODD1_ave = ODD1_ave - mean( ODD1_ave(1:1) );
ODE1_ave =(ODE1_0816+ODE1_0826+ODE1_0923+ODE1_0924)/4;
ODE1_ave = ODE1_ave - mean( ODE1_ave(1:1) );
ODF1_ave =(ODF1_0816+ODF1_0826+ODF1_0923+ODF1_0924)/4;
ODF1_ave = ODF1_ave - mean( ODF1_ave(1:1) );
ODG1_ave =(ODG1_0816+ODG1_0826+ODG1_0923+ODG1_0924)/4;
ODG1_ave = ODG1_ave - mean( ODG1_ave(1:1) );
ODH1_ave =(ODH1_0816+ODH1_0826+ODH1_0923+ODH1_0924)/4;
ODH1_ave = ODH1_ave - mean( ODH1_ave(1:1) );
Time = [0:15:1440];
figure;
s(1) = semilogy(Time, ODA1_ave, '-o', 'color', color{1} );
hold on
s(2) = semilogy(Time, ODB1_ave, '-o', 'color', color{2}');
hold on
s(3) = semilogy(Time, ODC1_ave, '-o', 'color', color{3}');
hold on
s(4) = semilogy(Time, ODD1_ave, '-o', 'color', color{4});
hold on
s(5) = semilogy(Time, ODE1_ave, '-o', 'color', color{5});
hold on
s(6) = semilogy(Time, ODF1_ave, '-o', 'color', color{6});
hold on
s(7) = semilogy(Time, ODG1_ave, '-o', 'color', color{7});
hold on
s(8) = semilogy(Time, ODH1_ave, '-o', 'color', color{8});
% FODA1 = fit( Time(28:31)' , ODA1_ave(:)', 'exp1');
% TODA1 =log(2)/FODA1.b;
% plot(FODD1, 'y');
% FODB1 = fit( Time(28:31)' , ODB1_ave(28:31)', 'exp1');
% TODB1 =log(2)/FODB1.b;
% plot(FODD1, 'c');
% FODC1 = fit( Time(28:31)' , ODC1_ave(28:31)', 'exp1');
% TODC1 =log(2)/FODC1.b;
% plot(FODD1, 'b');
FODD1 = fit( Time(3:11)' , ODD1_ave(3:11)', 'exp1');
plot([0:1500], FODD1([0:1500]), 'color', color{4} );
FODE1 = fit( Time(3:11)' , ODE1_ave(3:11)', 'exp1');
plot([0:1500], FODE1([0:1500]), 'color', color{5} );
FODF1 = fit( Time(1:10)' , ODF1_ave(1:10)', 'exp1');
plot([0:1500], FODF1([0:1500]), 'color', color{6} );
FODG1 = fit( Time(1:10)' , ODG1_ave(1:10)', 'exp1');
plot([0:1500], FODG1([0:1500]), 'color', color{7} );
FODH1 = fit( Time(2:10)' , ODH1_ave(2:10)', 'exp1');
plot([0:1500], FODH1([0:1500]), 'color', color{8} );
OD_ave = plot([1 1500],[0.00835 0.00835],'k');
title('Column 1');
xlabel('Time');
ylabel('OD');
Explanation / Answer
ODA1_ave =(ODA1_0816+ODA1_0826+ODA1_0923+ODA1_0924)/4;
ODA1_ave = ODA1_ave - mean( ODA1_ave(1:1) );
ODB1_ave =(ODB1_0816+ODB1_0826+ODB1_0923+ODB1_0924)/4;
ODB1_ave = ODB1_ave - mean( ODB1_ave(1:1) );
ODC1_ave =(ODC1_0816+ODC1_0826+ODC1_0923+ODC1_0924)/4;
ODC1_ave = ODC1_ave - mean( ODC1_ave(1:1) );
ODD1_ave =(ODD1_0816+ODD1_0826+ODD1_0923+ODD1_0924)/4;
ODD1_ave = ODD1_ave - mean( ODD1_ave(1:1) );
ODE1_ave =(ODE1_0816+ODE1_0826+ODE1_0923+ODE1_0924)/4;
ODE1_ave = ODE1_ave - mean( ODE1_ave(1:1) );
ODF1_ave =(ODF1_0816+ODF1_0826+ODF1_0923+ODF1_0924)/4;
ODF1_ave = ODF1_ave - mean( ODF1_ave(1:1) );
ODG1_ave =(ODG1_0816+ODG1_0826+ODG1_0923+ODG1_0924)/4;
ODG1_ave = ODG1_ave - mean( ODG1_ave(1:1) );
ODH1_ave =(ODH1_0816+ODH1_0826+ODH1_0923+ODH1_0924)/4;
ODH1_ave = ODH1_ave - mean( ODH1_ave(1:1) );
Time = [0:15:1440];
figure;
s(1) = semilogy(Time, ODA1_ave, 'color', color{1} );
hold on
s(2) = semilogy(Time, ODB1_ave, 'color', color{2}');
hold on
s(3) = semilogy(Time, ODC1_ave, 'color', color{3}');
hold on
s(4) = semilogy(Time, ODD1_ave, 'color', color{4});
hold on
s(5) = semilogy(Time, ODE1_ave, 'color', color{5});
hold on
s(6) = semilogy(Time, ODF1_ave,'color', color{6});
hold on
s(7) = semilogy(Time, ODG1_ave, 'color', color{7});
hold on
s(8) = semilogy(Time, ODH1_ave, 'color', color{8});
% FODA1 = fit( Time(28:31)' , ODA1_ave(:)', 'exp1');
% TODA1 =log(2)/FODA1.b;
% plot(FODD1, 'y');
% FODB1 = fit( Time(28:31)' , ODB1_ave(28:31)', 'exp1');
% TODB1 =log(2)/FODB1.b;
% plot(FODD1, 'c');
% FODC1 = fit( Time(28:31)' , ODC1_ave(28:31)', 'exp1');
% TODC1 =log(2)/FODC1.b;
% plot(FODD1, 'b');
FODD1 = fit( Time(3:11)' , ODD1_ave(3:11)', 'exp1');
plot([0:1500], FODD1([0:1500]), 'color', color{4} );
FODE1 = fit( Time(3:11)' , ODE1_ave(3:11)', 'exp1');
plot([0:1500], FODE1([0:1500]), 'color', color{5} );
FODF1 = fit( Time(1:10)' , ODF1_ave(1:10)', 'exp1');
plot([0:1500], FODF1([0:1500]), 'color', color{6} );
FODG1 = fit( Time(1:10)' , ODG1_ave(1:10)', 'exp1');
plot([0:1500], FODG1([0:1500]), 'color', color{7} );
FODH1 = fit( Time(2:10)' , ODH1_ave(2:10)', 'exp1');
plot([0:1500], FODH1([0:1500]), 'color', color{8} );
OD_ave = plot([1 1500],[0.00835 0.00835],'k');
title('Column 1');
xlabel('Time');
ylabel('OD');
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