How to obtain a matrix from the iterations of a for loop?
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I woud like to obtain a matrix C[84x24]  with every row filled, by the moltiplication between each row af a Matrix A[7x24] by each element of vector B[1x12].
I am able to do it only by this loop with "cell command at the end but i'm looking for an easyer way .
A=[ 0.2167    0.2467    0.2520    0.2652    0.2661    0.2907    0.3498    0.4211    0.5348    0.5735    0.5242    0.4361    0.4810    0.5233    0.5365    0.5356    0.5533    0.7629    0.8317    0.8704    0.7770    0.7321    0.6563  0.5427
    0.2406    0.2738    0.2797    0.2944    0.2954    0.3227    0.3883    0.4675    0.5936    0.6367    0.5819    0.4841    0.5340    0.5809    0.5956    0.5946    0.6142    0.8469    0.9232    0.9663    0.8626    0.8127    0.7286  0.6024
    0.2440    0.2778    0.2837    0.2986    0.2996    0.3274    0.3938    0.4742    0.6021    0.6458    0.5902    0.4910    0.5416    0.5892    0.6041    0.6031    0.6230    0.8591    0.9364    0.9801    0.8749    0.8244    0.7390  0.6111
    0.2453    0.2792    0.2851    0.3001    0.3011    0.3290    0.3958    0.4766    0.6052    0.6490    0.5932    0.4935    0.5444    0.5922    0.6072    0.6062    0.6261    0.8634    0.9412    0.9850    0.8794    0.8285    0.7428  0.6142
    0.2453    0.2792    0.2851    0.3001    0.3011    0.3290    0.3958    0.4766    0.6052    0.6490    0.5932    0.4935    0.5444    0.5922    0.6072    0.6062    0.6261    0.8634    0.9412    0.9850    0.8794    0.8285    0.7428  0.6142
    0.2448    0.2786    0.2846    0.2995    0.3005    0.3284    0.3950    0.4756    0.6040    0.6477    0.5920    0.4925    0.5433    0.5910    0.6060    0.6050    0.6249    0.8617    0.9393    0.9831    0.8776    0.8268    0.7413  0.6129
    0.2369    0.2696    0.2754    0.2899    0.2908    0.3178    0.3823    0.4603    0.5845    0.6269    0.5730    0.4767    0.5258    0.5720    0.5865    0.5855    0.6048    0.8340    0.9091    0.9514    0.8494    0.8003    0.7174  0.5932];
B=[0.999; 0.992; 0.939; 0.850; 0.810; 0.803; 0.796; 0.792; 0.821; 0.929; 0.990; 1.000];
for j=1:12;
C=A*B(j);
cell_C{j}=C;
end
D=[cell_C{1,1};cell_C{1,2};cell_C{1,3};cell_C{1,4};cell_C{1,5};cell_C{1,6};cell_C{1,7};cell_C{1,8};cell_C{1,9};cell_C{1,10};cell_C{1,11};cell_C{1,12}];
D
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  Voss
      
      
 il 21 Giu 2022
        
      Modificato: Voss
      
      
 il 21 Giu 2022
  
      A=[ 0.2167    0.2467    0.2520    0.2652    0.2661    0.2907    0.3498    0.4211    0.5348    0.5735    0.5242    0.4361    0.4810    0.5233    0.5365    0.5356    0.5533    0.7629    0.8317    0.8704    0.7770    0.7321    0.6563  0.5427
    0.2406    0.2738    0.2797    0.2944    0.2954    0.3227    0.3883    0.4675    0.5936    0.6367    0.5819    0.4841    0.5340    0.5809    0.5956    0.5946    0.6142    0.8469    0.9232    0.9663    0.8626    0.8127    0.7286  0.6024
    0.2440    0.2778    0.2837    0.2986    0.2996    0.3274    0.3938    0.4742    0.6021    0.6458    0.5902    0.4910    0.5416    0.5892    0.6041    0.6031    0.6230    0.8591    0.9364    0.9801    0.8749    0.8244    0.7390  0.6111
    0.2453    0.2792    0.2851    0.3001    0.3011    0.3290    0.3958    0.4766    0.6052    0.6490    0.5932    0.4935    0.5444    0.5922    0.6072    0.6062    0.6261    0.8634    0.9412    0.9850    0.8794    0.8285    0.7428  0.6142
    0.2453    0.2792    0.2851    0.3001    0.3011    0.3290    0.3958    0.4766    0.6052    0.6490    0.5932    0.4935    0.5444    0.5922    0.6072    0.6062    0.6261    0.8634    0.9412    0.9850    0.8794    0.8285    0.7428  0.6142
    0.2448    0.2786    0.2846    0.2995    0.3005    0.3284    0.3950    0.4756    0.6040    0.6477    0.5920    0.4925    0.5433    0.5910    0.6060    0.6050    0.6249    0.8617    0.9393    0.9831    0.8776    0.8268    0.7413  0.6129
    0.2369    0.2696    0.2754    0.2899    0.2908    0.3178    0.3823    0.4603    0.5845    0.6269    0.5730    0.4767    0.5258    0.5720    0.5865    0.5855    0.6048    0.8340    0.9091    0.9514    0.8494    0.8003    0.7174  0.5932];
B=[0.999; 0.992; 0.939; 0.850; 0.810; 0.803; 0.796; 0.792; 0.821; 0.929; 0.990; 1.000];
kron method:
D_test = kron(B,A)
Compare to the cell array method:
for j=1:12;
    C=A*B(j);
    cell_C{j}=C;
end
D=vertcat(cell_C{:});
The result is the same:
isequal(D_test,D)
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