Abstract
In this study, a crack identification approach based on a finite element cracked model is presented to identify the location and depth ratios of a crack in rotor systems. A Bernoulli-Euler rotor carrying an auxiliary roving disc has been used to model the cracked rotor, in which the effect of a transverse open crack is modelled as a time-varying stiffness matrix. In order to predict the crack location in the rotor-disc-bearing system, the suggested approach utilises the variation of the normalized natural frequency curves versus the non-dimensional location of a roving disc which traverses along the rotor span. The merit of the suggested approach is to identify the location and sizes of a crack in a rotor by determining only the natural frequencies of the stationary rotor system. The first four natural frequencies are employed for the identification and localisation of a crack in the stationary rotor. Furthermore, this approach is not only efficient and practicable for high crack depth ratios but also for small crack depth ratios and for a crack close to or at the node of mode shapes, where natural frequencies are unaffected. Copyright ?? 2014 by ASME.
| Original language | English |
|---|---|
| Title of host publication | {ASME} 2014 12th {Biennial} {Conference} on {Engineering} {Systems} {Design} and {Analysis}, {ESDA} 2014 |
| Publisher | American Society of Mechanical Engineers |
| Volume | 2 |
| ISBN (Print) | 9780791845844 (ISBN) |
| DOIs | |
| Publication status | Published - 2014 |
Keywords
- Bearing systems
- Crack detection
- Cracked rotor
- Crack identification
- Crack location
- Crack propagation
- Finite element method
- Modal frequency
- Natural frequencies
- Rotor systems
- Stationary rotors
- Stiffness matrix
- Time-varying stiffness matrix
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