7ce61150-5c81-4891-97da-c20dab88a281 11 4 5 decimal
&[DATE] &[TIME] - &[FILENAME]
&[PAGENUM] / &[COUNT]

LAB6 - Power Flow Between 2 Sources

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

Line Impedance

29544.2326 5209.4453 i * + 30000 10 25000 25000 0 4544.2326 5209.4453 i * + 48.9016 6912.9133 52.0945 45.4423 i * - 41.0984 - 69.1291 1.3024 10 6 ^ * 1.6139 10 6 ^ * i * +

Complex Power at Sender

1.3024 10 6 ^ * 1.1361 10 6 ^ * i * +

Complex Power at Receiver

4.7788 10 5 ^ * i *

Complex Power in the Line

1.302361 10 6 ^ * 0 1.302361 10 6 ^ * 1.613942 10 6 ^ * 4.778837 10 5 ^ * 1.136058 10 6 ^ * S R t 2 1 sys 2 1 sys