Plotting arrays with different sizes

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I want to plot a function where the arrays are different sizes
gamma = [1, 1.2, 1.4, 1.6, 1.8, 2];
x = [0:0.01:2000];
b = 349.22567;
y = 2.*(gamma.^2 - x./b);
Arrays have incompatible sizes for this operation.
How can I do this? Obviously
arrays have incopatible sizes
so this will not work. It would be unwise at best to do
plot(x, 2.*(gamma(1)^2 - x./b), 'b')
% etc...

Accepted Answer

Star Strider
Star Strider on 26 May 2023
Edited: Star Strider on 26 May 2023
Transpose ‘gamma’ to create a family of curves —
gamma = [1, 1.2, 1.4, 1.6, 1.8, 2];
x = [0:0.01:2000];
b = 349.22567;
y = 2.*(gamma(:).^2 - x./b)
y = 6×200001
2.0000 1.9999 1.9999 1.9998 1.9998 1.9997 1.9997 1.9996 1.9995 1.9995 1.9994 1.9994 1.9993 1.9993 1.9992 1.9991 1.9991 1.9990 1.9990 1.9989 1.9989 1.9988 1.9987 1.9987 1.9986 1.9986 1.9985 1.9985 1.9984 1.9983 2.8800 2.8799 2.8799 2.8798 2.8798 2.8797 2.8797 2.8796 2.8795 2.8795 2.8794 2.8794 2.8793 2.8793 2.8792 2.8791 2.8791 2.8790 2.8790 2.8789 2.8789 2.8788 2.8787 2.8787 2.8786 2.8786 2.8785 2.8785 2.8784 2.8783 3.9200 3.9199 3.9199 3.9198 3.9198 3.9197 3.9197 3.9196 3.9195 3.9195 3.9194 3.9194 3.9193 3.9193 3.9192 3.9191 3.9191 3.9190 3.9190 3.9189 3.9189 3.9188 3.9187 3.9187 3.9186 3.9186 3.9185 3.9185 3.9184 3.9183 5.1200 5.1199 5.1199 5.1198 5.1198 5.1197 5.1197 5.1196 5.1195 5.1195 5.1194 5.1194 5.1193 5.1193 5.1192 5.1191 5.1191 5.1190 5.1190 5.1189 5.1189 5.1188 5.1187 5.1187 5.1186 5.1186 5.1185 5.1185 5.1184 5.1183 6.4800 6.4799 6.4799 6.4798 6.4798 6.4797 6.4797 6.4796 6.4795 6.4795 6.4794 6.4794 6.4793 6.4793 6.4792 6.4791 6.4791 6.4790 6.4790 6.4789 6.4789 6.4788 6.4787 6.4787 6.4786 6.4786 6.4785 6.4785 6.4784 6.4783 8.0000 7.9999 7.9999 7.9998 7.9998 7.9997 7.9997 7.9996 7.9995 7.9995 7.9994 7.9994 7.9993 7.9993 7.9992 7.9991 7.9991 7.9990 7.9990 7.9989 7.9989 7.9988 7.9987 7.9987 7.9986 7.9986 7.9985 7.9985 7.9984 7.9983
figure
plot(x, y)
grid
xlabel('X')
ylabel('Y')
legend("\gamma = "+string(gamma(:)), 'Location','best')
A slightly different version —
gamma = [1, 1.2, 1.4, 1.6, 1.8, 2].';
x = [0:0.01:2000];
b = 349.22567;
y = 2.*(gamma.^2 - x./b)
y = 6×200001
2.0000 1.9999 1.9999 1.9998 1.9998 1.9997 1.9997 1.9996 1.9995 1.9995 1.9994 1.9994 1.9993 1.9993 1.9992 1.9991 1.9991 1.9990 1.9990 1.9989 1.9989 1.9988 1.9987 1.9987 1.9986 1.9986 1.9985 1.9985 1.9984 1.9983 2.8800 2.8799 2.8799 2.8798 2.8798 2.8797 2.8797 2.8796 2.8795 2.8795 2.8794 2.8794 2.8793 2.8793 2.8792 2.8791 2.8791 2.8790 2.8790 2.8789 2.8789 2.8788 2.8787 2.8787 2.8786 2.8786 2.8785 2.8785 2.8784 2.8783 3.9200 3.9199 3.9199 3.9198 3.9198 3.9197 3.9197 3.9196 3.9195 3.9195 3.9194 3.9194 3.9193 3.9193 3.9192 3.9191 3.9191 3.9190 3.9190 3.9189 3.9189 3.9188 3.9187 3.9187 3.9186 3.9186 3.9185 3.9185 3.9184 3.9183 5.1200 5.1199 5.1199 5.1198 5.1198 5.1197 5.1197 5.1196 5.1195 5.1195 5.1194 5.1194 5.1193 5.1193 5.1192 5.1191 5.1191 5.1190 5.1190 5.1189 5.1189 5.1188 5.1187 5.1187 5.1186 5.1186 5.1185 5.1185 5.1184 5.1183 6.4800 6.4799 6.4799 6.4798 6.4798 6.4797 6.4797 6.4796 6.4795 6.4795 6.4794 6.4794 6.4793 6.4793 6.4792 6.4791 6.4791 6.4790 6.4790 6.4789 6.4789 6.4788 6.4787 6.4787 6.4786 6.4786 6.4785 6.4785 6.4784 6.4783 8.0000 7.9999 7.9999 7.9998 7.9998 7.9997 7.9997 7.9996 7.9995 7.9995 7.9994 7.9994 7.9993 7.9993 7.9992 7.9991 7.9991 7.9990 7.9990 7.9989 7.9989 7.9988 7.9987 7.9987 7.9986 7.9986 7.9985 7.9985 7.9984 7.9983
figure
plot(x, y)
grid
xlabel('X')
ylabel('Y')
legend("\gamma = "+string(gamma), 'Location','best')
.

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