Expansion par minimisation du résidu dynamique

Résolution et utilisation pour la localisation d’erreur

Authors

  • Adrien Bobillot École Centrale Paris - MSSMat, F-92295 Châtenay-Malabry
  • Étienne Balmès École Centrale Paris - MSSMat, F-92295 Châtenay-Malabry

Keywords:

Modal, Measurements, Expansion, Iterative, Residual, Localization

Abstract

Minimum Dynamic Residual Expansion (MDRE) seeks to estimate the response of test modeshapes at all degrees of freedom (DOFs) of a model by minimizing the weighted sum of a modeling error and a test error. The present paper introduces an iterative method allowing the exact resolution of MDRE for large industrial problems. The ability of the dynamic residuals to localize errors is then evaluated for simulated tests with known modifications. Evaluations are shown for a 16,840 DOFs model of a Renault engine cover.

Downloads

Download data is not yet available.

References

[BAL 95] BALMÈS E., CHAPELIER C., LUBRINA P., FARGETTE P., « An evaluation of modal

testing results based on the force appropriation method », IMAC, 1995, p. 47-53.

[BAL 00] BALMÈS E., « Review and Evaluation of Shape Expansion Methods », IMAC, 2000,

p. 555-561.

[BAL 01] BALMÈS E., Structural Dynamics Toolbox 4.1 (for use with MATLAB),

http ://www.sdtools.com, February 2001.

[BOB 02] BOBILLOT A., Méthodes de réduction pour le Recalage. Application au cas

d’Ariane 5, Thèse de l’Ecole Centrale Paris, 2002.

[CHO 97] CHOUAKI A., Recalage de Modèles Dynamiques de Structures avec Amortissement,

Doctoral dissertation LMT/ENS Cachan, 1997.

[CHO 98] CHOUAKI A., LADEVÈZE P., PROSLIER L., « Updating Structural Dynamic Models

with Emphasis on the Damping Properties », AIAA Journal, vol. 36, no 6, 1998,

p. 1094-1099.

[GUI 98] GUILLAUME P., VERBOVEN P., VANLANDUIT S., « Frequency Domain Maximum

Likelyhood Estimation of Modal Parameters with Confidence Intervals », International

Seminar on Modal Analysis, Leuven, September, 1998.

[GUY 65] GUYAN R., « Reduction of Mass and Stiffness Matrices », AIAA Journal, vol. 3,

, page 380.

[KAM 87] KAMMER D., « Test-Analysis Model Development Using an Exact Modal Reduction

», International Journal of Analytical and Experimental Modal Analysis, 1987, p. 174-

[KAM 91] KAMMER D., « A Hybrid Approach to Test-Analysis Model Development for

Large Space Structures », Journal of Vibration and Acoustics, vol. 113, no 3, 1991, p. 325-

[KID 73] KIDDER R., « Reduction of Structural Frequency Equations », AIAA Journal,

vol. 11, no 6, 1973.

[O’C 89] O’CALLAHAN J., AVITABILE P., RIEMER R., « System Equivalent Reduction Expansion

Process (SEREP) », IMAC VII, 1989, p. 29-37.

[ROY 93] ROY N., GIRARD A., BUGEAT L.-P., « Expansion of Experimental Modeshapes -

An Improvement of the Projection Technique », IMAC, 1993, p. 152-158.

Downloads

Published

2002-11-03

How to Cite

Bobillot, A. ., & Balmès, Étienne . (2002). Expansion par minimisation du résidu dynamique: Résolution et utilisation pour la localisation d’erreur. European Journal of Computational Mechanics, 11(2-4), 201–215. Retrieved from https://journals.riverpublishers.com/index.php/EJCM/article/view/2583

Issue

Section

Original Article

Most read articles by the same author(s)