Reputation: 330
I tried this way:
gl1 =
-2.5000 -1.0000
4.3301 1.7321
0 0
syms a b
span=gl1(:,1)*a+gl1(:,2)*b
a=[-100:0.1:100];
b=[-100:0.1:100];
span=eval(span)
and then I'd do plot3(span). unfortunatly at the last row it gives me this error:
Error using vertcat
Dimensions of matrices being concatenated are not consistent.
Error in sym/eval (line 11)
s = evalin('caller',vectorize(map2mat(char(x))));
any idea? I've found someone using a polytope method to do it,but I have no idea where I can get or I how can I realize such method.
thanks you in advice.
edit:in this case the span should be a line,since the rank of my matrix is one,but the question stands for a matrix with rank 2.
Upvotes: 1
Views: 2481
Reputation: 14939
Why use symbolics? This works like a charm:
gl1 =
-2.5000 -1.0000
4.3301 1.7321
0 0
a=[-100:0.1:100];
b=[-100:0.1:100];
span=gl1(:,1)*a+gl1(:,2)*b
Remember that you need several inputs to plot3
, i.e. the x, y, and z-values. Thus it should be something like this:
plot3(span(1,:),span(2,:),span(3,:))
Upvotes: 1