Dynamic testing of nonlinear vibrating structures using nonlinear normal modes

By M. Peeters, Gaetan Kerschen, Jean-Claude Golinval. 2011

173 citations recorded by the source corpus.

Subfields: Civil and Structural Engineering, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/ed06f33fd98f0ab0fe142613d9fc3cc0c3c97c53

How researchers see this paper

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

In Civil and Structural Engineering

1. Ludovic Renson
2. Matthew S. Allen
3. R. Kuether
4. Bruno Cochelin
5. J. Hollkamp
6. Gaetan Kerschen
7. Jean-Philippe Noël
8. C. Grappasonni

In Mechanical Engineering

1. Ludovic Renson
2. Bruno Cochelin
3. Jean-Philippe Noël
4. C. Grappasonni
5. Gaetan Kerschen

Citations in the corpus

• Numerical computation of nonlinear normal modes in mechanical engineering (2016, methodology): “Thanks to the nonlinear phase lag quadrature criterion [71], an original computation of undamped NNMs in forced and damped systems was presented in Ref.”
• Evaluation of Geometrically Nonlinear Reduced-Order Models with Nonlinear Normal Modes (2015, background): “, the NNM), meaning that the freely decaying response tends to follow an undamped NNM [8,9].”
• Identification of nonlinear normal modes of engineering structures under broadband forcing (2016, methodology): “ NNMs obey the invariance principle, which states that if the motion is initiated on one specific NNM, the remaining NNMs are quiescent for all time [19]. These two 5 properties were exploited in Ref. [31] to develop a nonlinear phase resonance method. The procedure comprises two steps, as illustrate”