| Popis: |
The first part gives a mathematical introduction to the three-phase vectors -the more general time-dependent quantities- and the less general space-dependent space-phasors. The combination of the Park vector from phase quantities and the resolution of the vector into the phase quantities as a transformation, line- and phase quantities and the description of the steady-state follows. In the second part, the space vector form of the fundamental machine equations can be found, while the third part shows the display and the fourth the harmonic analysis of the vectors. The last, fifth part, shows how to obtain the vector equations in different rotating frames. |
