Identification of stiffness and damping properties of composites from full field measurements Theory and simulations - PowerPoint PPT Presentation

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Identification of stiffness and damping properties of composites from full field measurements Theory and simulations

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... Speckle Interferometry measurements Virtual works : Internal forces External forces Inertial forces Choice of the Virtuals Fields (Elastic) ... – PowerPoint PPT presentation

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Title: Identification of stiffness and damping properties of composites from full field measurements Theory and simulations


1
Identification of stiffness and damping
properties of composites from full field
measurementsTheory and simulations
CompTest
2003
  • A. Giraudeau, F. Pierron
  • L.M.P.F. (JE 2381)
  • ENSAM Châlons en Champagne

2
Scheme
1. Introduction
2. Presentation of the method
3. Virtual Fields
4. Application
5. Simulation Validation
6. Conclusion
3
Introduction
Prediction of vibrating behaviour
- Damping
Identification Experimental Modal Analysis
Anisotropic materials
Isotropic material
Anisotropic material
4
Presentation of the method
  • 3 Points
  • Excitation set up
  • Full field measurements
  • Application of the Principle of Virtual Works

5
Excitation set up
6
Full field measurements
- fields of out of plane slopes
- no contact
Examples Speckle Interferometry measurements
7
Principle of Virtual Works
Virtual works
(Elastic) (Dissipative)
(Clamping)
(Acceleration)
8
Actual fields of displacements
  • Harmonic driven movement
  • Absolute response

9
F. E. Simulation
Isotropic and viscoelastic material
Model
2048 shell elements
10
Actual fields of displacements
  • Harmonic driven movement
  • Absolute response
  • Absolute response in complex notation

11
Choice of the Virtuals Fields
  • Kinematically admissible

Actual fields
Virtual fields
12
Virtual works of external forces (VWEF)
13
Virtual works of internal forces (VWIF)
  • Thin plate Love Kirchoff theory
  • Isotropic viscoelastic material

14
Virtual works of inertial forces (VWIF)
15
Summary
VWIF VWEF VWAC
Virtual Works Principle
  • at any time

16
Identification
  • Interest for 2 equations

17
Simulation
Isotropic material
Proportional damping b
2048 shell elements
18
Simulation Results (1)
Excitation at resonances
19
Simulation Results (2)
Excitation at resonances
20
Simulation Results (3)
21
Conclusion
  • Simultaneous identification of stiffness and
    damping
  • Material damping
  • Plate of any shape
  • Resonant or non resonant response
  • Set of specimens
  • Excitation on a range of frequencies
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