## Tensors in Electrical Engineering |

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### Contents

KRONS NETWORK ANALYSIS | 15 |

ELECTRICAL NETWORK TENSORS | 42 |

REFERENCE AXES OF THE PRIMITIVE MACHINE | 60 |

Copyright | |

6 other sections not shown

### Common terms and phrases

angular velocity armature axis Christoffel symbol closed-mesh coefficients coils commutator machine connected considered constant contravariant components contravariant vector covariant derivative covariant differentiation curl curvilinear co-ordinates d-q axes electrical machines electrical network elements eliminated equation becomes equivalent circuit example expressed field flux density generalised geometrical give given network holonomic hunting equations impedance matrix increments induction motor integration interconnected invariant Kron Kron's Lar2 laws of transformation Ldr cos2 Ldr sin2 Ldr2 Ldrp6 Ldsp machine equations magnetic Mdp6 meshes metric tensor non-holonomic object ohms open-mesh operational orthogonal oscillate parameters Park's axes physical primitive machine primitive network quadrature quantities reactance reference axes reference frames resistance rotating axes rotor rows and columns scalar short-circuit shown in figure slip-ring machine stationary stator synchronous machine tensor analysis tensor density tensor equation torque torque equation transformation matrix values variables vector voltage equation winding written zero