Offshore Wind Energy Technology 2018
DOI: 10.1002/9781119097808.ch3
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Modelling and Analysis of Drivetrains in Offshore Wind Turbines

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Cited by 5 publications
(2 citation statements)
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“…An effective approach, which is proposed in the standard DNVGL‐ST‐ for evaluating the suitability of these parameters, is to compare the first eigenfrequencies between the detailed drivetrain model and the DTU simplified model. The first eigenfrequency of the simplified drivetrain model could be calculated via an equivalent mechanical equation, as specified by Nejad and Oyague, with the essential parameters that are presented in Table . Additionally, the first eigenfrequency of the detailed drivetrain model could be obtained by conducting modal analysis in SIMPACK.…”
Section: Resultsmentioning
confidence: 99%
“…An effective approach, which is proposed in the standard DNVGL‐ST‐ for evaluating the suitability of these parameters, is to compare the first eigenfrequencies between the detailed drivetrain model and the DTU simplified model. The first eigenfrequency of the simplified drivetrain model could be calculated via an equivalent mechanical equation, as specified by Nejad and Oyague, with the essential parameters that are presented in Table . Additionally, the first eigenfrequency of the detailed drivetrain model could be obtained by conducting modal analysis in SIMPACK.…”
Section: Resultsmentioning
confidence: 99%
“…The moment of inertia of the gearbox is negligible compared with the moment of inertia of the generator so that it does not have any considerable impact on the first drivetrain torsional mode. The first torsional frequency by using a two‐mass model is calculated by f1tor=12πkeqJr+α2Jgenα2JrJgen,2.56804pt2.56804pt2.56804pt2.56804ptkeq=α2krkgenkr+α2kgen, where keq is the equivalent shaft stiffness in the rotor side, Jr and Jgen are the moment of inertia of rotor and generator, kr and kgen are the shaft stiffness of rotor and generator, and α is inverse of the gear ratio.…”
Section: Methodsmentioning
confidence: 99%