Angle between 2 lines

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Elie
Elie 2014-2-19
How can i calculate the angle between such two lines.is the dotvector method useful in such case?
line([50 50],[1 10000],'Color','G');
line([newBoxPolygon(1, 1) newBoxPolygon(4, 1)],[newBoxPolygon(1, 2) newBoxPolygon(4, 2)],'Color','G');
i tried this method
u=[newBoxPolygon(1, 1) newBoxPolygon(4, 1),newBoxPolygon(1, 2) newBoxPolygon(4, 2)]
v=[[50 50],[1 10000]]
CosTheta = dot(u,v)/(norm(u)*norm(v));
ThetaInDegrees = acos(CosTheta)*180/pi
but i'm getting an error can you please help
  2 个评论
Jos (10584)
Jos (10584) 2014-2-19
What is the exact error you're getting?
Elie
Elie 2014-2-19
There is no logical or compiler error , the error is in the angel it self, because the angle between the 2 lines is less than that splitted by the function above

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回答(1 个)

Jos (10584)
Jos (10584) 2014-2-19
编辑:Jos (10584) 2014-2-19
You want to enter the direction vectors U and V into the formula
dU = [diffUx diffUy]
dV = [diffVx diffVy]
cosTheta = dot(dU,dV) ./ (norm(dU) * norm(dV))
  4 个评论
Elie
Elie 2014-2-21
Hey i tried your advice but im getting the following error "A and B must be same size" This is my code . what is the error
%Line1
x1=(newBoxPolygon(1, 1));y1=(newBoxPolygon(1, 2));
x2=[newBoxPolygon(1, 1) newBoxPolygon(4, 1)];y2=[newBoxPolygon(1, 2) newBoxPolygon(4, 2)];
%The theoritcal line
x1_1=1; x1_2=1000;
y1_1=900; y1_2=900;
dU = [(x2-x1) (y2-y1)];
dV = [(x1_2-x1_1) (y1_2-y1_1)];
cosTheta = dot(dU,dV) ./ (norm(dU) * norm(dV));
disp(cosTheta);
Jos (10584)
Jos (10584) 2014-2-24
You are setting up the vectors the wrong way: the direction vectors dU and dV should be 2 element arrays. dU is, but dV is not.
If you remove the semi-colons you see what I mean.

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