PROPER ORTHOGONAL DECOMPOSITION FOR MODEL UPDATING OF NON-LINEAR MECHANICAL SYSTEMS

By Vincent Lenaerts, Gaetan Kerschen, Jean-Claude Golinval. 2001

152 citations recorded by the source corpus.

Subfields: Automotive Engineering, Civil and Structural Engineering, Control and Systems Engineering

View Paper: https://www.semanticscholar.org/paper/d1a518b15dcf358eb6f4678a3cbf62a3eb53ca29

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Automotive Engineering

1. Gaetan Kerschen
2. Jean-Claude Golinval
3. Siu-seong Law
4. Sq Q. Wu
5. Vincent Lenaerts

In Civil and Structural Engineering

1. Gaetan Kerschen
2. Jean-Claude Golinval
3. Vincent Lenaerts
4. Siu-seong Law
5. Sq Q. Wu
6. Ludovic Renson
7. Alexander F. Vakakis
8. Matthew S. Allen

In Control and Systems Engineering

1. Gaetan Kerschen
2. Siu-seong Law
3. Sq Q. Wu
4. Jean-Claude Golinval

Citations in the corpus

• Statistical moving load identification including uncertainty (2012, methodology): “The applications of the KLE on solving engineering problem have been extended to the stochastic finite element modeling [13,14], model reduction [15,16], model updating [17] and damage detection [18] in a dynamic system.”
• Identification of a continuous structure with a geometrical non-linearity. Part I: Conditioned reverse path method (2003, background): “Karhunen–Lo" eve transform, has shown promise for model updating of structural parameters in m.d.o.f. non-linear systems [ 8 ,9].”
• Identification of a continuous structure with a geometrical non-linearity. Part II: Proper orthogonal decomposition (2003, background): “[ 16 ] for more details), which means that only the POMs that contain the greatest amount of energy in the signal are considered.”