QA0010

% table is 4D, but it may be simplified with 2x18 complex numbers.

% 1.- Define table ranges
% df possible values: 1=L; 2=N; 3=H

 

range_df=[1:3]

​

% dv possible values: 1=NL; 2=NM; 3=NS; 4=PS; 5=PM; 6=PL; 

range_dv=[1:6]

​

% dp possible values: 1=L; 2=N; 3=H

range_dp=[1:3]

​

% dq possible values: 1=NL; 2=NM; 3=NS; 4=PS; 5=PM; 6=PL; 

range_dq=[1:6]

% 2.- Generate table

[F,V]=meshgrid(range_df,range_dv)
[P,Q]=meshgrid(range_dp,range_dq)

tR=[F(:) V(:) [1:numel(F)]']
tX=[P(:) Q(:) [1:numel(F)]']

R=tR(:,3)/10   % put here r values
X=tX(:,3)/10   % put here w values
 

% diving by 10 just to avoid R indices and R values same numbers

 

R+1j*X  % all possible cases of r and w values 

% 3.- generating input to measure: mf mv mp mq
 

t=[randi([1 3],1,1) randi([1 6],1,1)  randi([1 3],1,1) randi([1 6],1,1)]

% 4.- measuring input
 

t1=t(1)+1j*t(2)
t2=t(3)+1j*t(4)

mf=nonzeros(range_df.*(real(t1)==range_df))   % capture df
mv=nonzeros(range_dv.*(imag(t1)==range_dv))  % capture dv

mp=nonzeros(range_dp.*(real(t2)==range_dp))   % capture dp
mq=nonzeros(range_dq.*(imag(t2)==range_dq))  % capture dq

 

% R measured value, r to be assigned, is
 

mr=R(nonzeros([1:numel(F)] .* [[mf==tR(:,1)] .* [mv==tR(:,2)]]'))

​

% X measured value, w to be assigned, is
 

mw=X(nonzeros([1:numel(F)] .* [[mp==tX(:,1)] .* [mq==tX(:,2)]]'))