matric "c" and "d" out of for loop and c row matrix corresponding to minimum distance
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m=2
T=[1 0 0; 0 (1/sqrt(2)) (1/sqrt(2))];
V1=0.956
V2=2.4
A=[ 1 0 0];
B=[1 1 0];
D=B-A;
d1=m*A;
for X=1:1:m+1
c(x,:)=d1+D*(x-1)
Vndq=T*c(x,:)';
Vnq=Vndq(1,1)
Vnd=Vndq(2,1)
d(x)=abs(V2-Vnq)+abs(V1-Vnd)
end
in the code given minimum distance is
d =[1.3560 0.6489 0.8582]
and
C =
2 0 0
2 1 0
2 2 0
c row matrix 2 1 0 of the minimum distance 0.6489 should be obtained
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Risposta accettata
Stephen23
il 4 Feb 2017
Modificato: Stephen23
il 4 Feb 2017
Here is a simpler version of your code:
m = 2;
T = [1,0,0;0,(1/sqrt(2)),(1/sqrt(2))];
V1 = 0.956;
V2 = 2.4;
c = zeros(m+1,3);
c(:,1) = m;
c(:,2) = 0:m;
Vndq = T*c.'
d = sum(abs(bsxfun(@minus,[V2;V1],Vndq)),1)
Use min to get the closest value:
>> [val,idx] = min(d)
val =
0.64889
idx =
2
>> c(idx,:)
ans =
2 1 0
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