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A Importance and purpose of the thesis
Theory of orthogonal networks by the mesh
6 other sections not shown
2n mesh actual analyzed appear branch calculation Chapter choose chosen common point complex conjugate comprises connected network considered corresponding developed diakoptics discussed due to impressed electrical network eliminated example follows Gabriel Kron given network gives impedance matrix impressed across junction-pairs impressed current source impressed quantities impressed voltage source independent mesh indicated inductor initial conditions inverse matrix junction-pair approach junction-pair network junction-pair sources junction-pair voltages Kron Kron*s Laplace transform matric equations mesh approach mesh axes mesh currents mesh network meshes and junction-pairs method of tearing mutual impedances network analysis network of Fig nodal analysis null matrix obtained original coils orthogonal network partitioned phasor power input previously primitive network replaced result rows and columns seen short circuits shown in Pig solution solved subdivisions tensorial theory thesis torn network transpose unit matrix zero elements