IEEE Transactions on Power Apparatus and Systems · 1982 · 88 citations · 12 references
EngineeringElectrical EngineeringElectric MachinesStructural DynamicsVibrationDynamic Response AnalysisFrequency ResponseRotor DynamicsRotordynamicsSynchronous MachinesTorsional VibrationDampingDamping ModelsNetwork ConfigurationSynchronous Machine ModelingTorsional DampingTorsional LoadsTorsional ResonanceTorsional Response
The interaction phenomenon can be analysed with the help of complex torque coefficients k;(jλ) and k;(jλ) for the electrical and the mechanical systems respectively, as explained in Part I of the paper. k;(λj) is dependent on the network configuration and represents also electrical damping during rotor oscillations. It will now be shown how k;(jλ) can be precisely calculated for any network configuration. For this purpose a frequency scan of the network up to twice the nominal frequency (2fn) must be available.
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