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2019 | OriginalPaper | Chapter

Numerical Analysis of Influence Coefficients for On-Site Balancing of Flexible Rotors

Authors : Rainer Nordmann, Eric Knopf, Bastien Abrate

Published in: Proceedings of the 10th International Conference on Rotor Dynamics – IFToMM

Publisher: Springer International Publishing

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Abstract

Balancing of flexible rotors by means of Influence Coefficients is a well-known method in the theory of rotor dynamics. For a successful application of the method Influence Coefficients are needed. They are defined as the vibration response at one measurement point due to a single unbalance in one of the balancing planes. Influence Coefficients are usually determined by measurements in test runs with defined test weights. However, Influence Coefficients can also be determined by means of a numerical analysis. This needs of course a very good model for the rotor train, including all important rotor dynamic effects. In this project a trial is made to determine Influence Coefficients by means of modelling and numerical simulation.

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Literature
3.
go back to reference ISO21940-12: Mechanical vibration – Rotor Balancing- Part 12, Procedures and tolerances for rotors with flexible behavior (2016) ISO21940-12: Mechanical vibration – Rotor Balancing- Part 12, Procedures and tolerances for rotors with flexible behavior (2016)
4.
go back to reference L’vov M (2014) Application of turbine generator train rotordynamic analysis for setting residual modal unbalance requirements for high speed balancing of a single rotor. In: 9th international IFToMM conference on rotor dynamics, Milano L’vov M (2014) Application of turbine generator train rotordynamic analysis for setting residual modal unbalance requirements for high speed balancing of a single rotor. In: 9th international IFToMM conference on rotor dynamics, Milano
Metadata
Title
Numerical Analysis of Influence Coefficients for On-Site Balancing of Flexible Rotors
Authors
Rainer Nordmann
Eric Knopf
Bastien Abrate
Copyright Year
2019
DOI
https://doi.org/10.1007/978-3-319-99272-3_12

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