How do I print complex number a+ib upto 6 decimal place in a loop.

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I have a complex (double) matrix st_matrix containing numbers in the form of a+ib. Now I want to print the values in a text file.
for p=1:101; % 101 is the number of rows.
s= st_matrix(p,:);
count=fprintf(fid ,'%.12f%+.10fli' , real(s), imag(s));
count=fprintf(fid,'\n');
end
My Expected output should be like :
1.96034545799687e-05 + 0.000756105063919229i -8.32404312346182e-05 + 0.000565437183372445i -1.54903072995014e-05 + 0.000410916702926380i
1.95824745829973e-05 + 0.000756115973057457i -8.44930558128954e-05 + 0.000564346616515616i -1.66587028148237e-05 + 0.000410464815615681i
1.95614932804376e-05 + 0.000756126810264354i -8.57391651447123e-05 + 0.000563240328264741i -1.78231150975604e-05 + 0.000409974438469278i
1.95405106806012e-05 + 0.000756137575538325i -8.69787095451668e-05 + 0.000562118367246730i -1.89831071531749e-05 + 0.000409445723268375i
1.95195267918012e-05 + 0.000756148268877799i -8.82116401021374e-05 + 0.000560980783378047i -2.01382434159039e-05 + 0.000408878835146654i
But the above code gives output as :
0.000019603455-0.0000832404j -0.000015490307+0.0000488314j 0.000022704867+0.0000323502j
0.000019582475-0.0000844931j -0.000016658703+0.0000491398j 0.000022313754+0.0000310167j
0.000019561493-0.0000857392j -0.000017823115+0.0000494415j 0.000021904664+0.0000296515j
0.000019540511-0.0000869787j -0.000018983107+0.0000497374j 0.000021478198+0.0000282570j
You can see that the real part of next element becomes of the complex part of the previous element. Any help would be appreciated.

Accepted Answer

Walter Roberson
Walter Roberson on 22 Mar 2018
count=fprintf(fid ,'%.12f%+.10fli' , [real(s), imag(s)].'); %transpose is important
  2 Comments
sangeet sagar
sangeet sagar on 22 Mar 2018
Sorry sir, but still same issue persists. I got the following out after editing from your code
0.000019603455-0.0000832404j -0.000015490307+0.0000488314j 0.000022704867+0.0000323502j
0.000019582475-0.0000844931j -0.000016658703+0.0000491398j 0.000022313754+0.0000310167j
0.000019561493-0.0000857392j -0.000017823115+0.0000494415j 0.000021904664+0.0000296515j
0.000019540511-0.0000869787j -0.000018983107+0.0000497374j 0.000021478198+0.0000282570j
Please observe that real part of (1,2) index becomex the complex part of (1,1) index.

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