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the program does converge prematurely. any idea how to prevent this??
Is there any way to increase the precision of the load flow. the output values are not very close to those given in literature.
i get NaN when using the following matrices. Any idea why?? bdata=[ 1 0 0 2 0.053333333 0.02375 3 0 0 4 0.038333333 0.02375 5 0.038333333 0.02375 6 0 0 7 0 0 8 0.038333333 0.02375 9 0.053333333 0.02375 10 0 0 11 0.038333333 0.02375 12 0.022833333 0.014 13 0.012 0.0075 14 0.012 0.0075 15 0.012 0.0075 16 0.00225 0.00125 17 0.038333333 0.02375 18 0.038333333 0.02375 19 0.038333333 0.02375 20 0.038333333 0.02375 21 0.038333333 0.02375 22 0.038333333 0.02375 23 0.038333333 0.02375 24 0.038333333 0.02375 25 0.038333333 0.02375 26 0.038333333 0.02375 27 0.022833333 0.014166667 28 0.0125 0.008 29 0.0125 0.008 30 0.0125 0.008 31 0.0095 0.00575 32 0.0095 0.00575 33 0.0095 0.00575 34 0.0095 0.00575]; ldata=[ 1 2 0.00580 0.00238 2 3 0.00532 0.00218 3 4 0.00815 0.00226 4 5 0.00741 0.00206 5 6 0.00741 0.00206 6 7 0.01559 0.00268 7 8 0.01039 0.00179 8 9 0.01559 0.00268 9 10 0.01039 0.00179 10 11 0.00650 0.00112 11 12 0.00520 0.00089 3 13 0.00780 0.00134 13 14 0.01039 0.00179 14 15 0.00520 0.00089 15 16 0.00260 0.00045 6 17 0.00890 0.00247 17 18 0.00815 0.00226 18 19 0.01031 0.00235 19 20 0.00937 0.00213 20 21 0.00937 0.00213 21 22 0.01299 0.00223 22 23 0.01299 0.00223 23 24 0.01559 0.00268 24 25 0.01039 0.00179 25 26 0.00650 0.00112 26 27 0.00520 0.00089 7 28 0.00780 0.00134 28 29 0.00780 0.00134 29 30 0.00780 0.00134 10 31 0.00780 0.00134 31 32 0.01039 0.00179 32 33 0.00780 0.00134 33 34 0.00520 0.00089];
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