Practical Uncertainty Quantification Guidelines for DIC-Based Numerical Model Validation

被引:1
|
作者
Peshave, A. [1 ,2 ]
Pierron, F. [2 ]
Lava, P. [2 ]
Moens, D. [1 ]
Vandepitte, D. [1 ]
机构
[1] Katholieke Univ Leuven, Mech Syst Dynam LMSD, Box 2420,Celestijnenlaan 300, B-3001 Leuven, Belgium
[2] MatchID NV, Leiekaai 25A, B-9000 Ghent, Belgium
关键词
Digital image correlation; Digital twin; Numerical speckle deformation; Experimental uncertainty quantification; Finite element model validation; ERROR ASSESSMENT; PART II; STRAIN; NOISE; INTERPOLATION; CALIBRATION; BIAS;
D O I
10.1007/s40799-024-00758-1
中图分类号
TH [机械、仪表工业];
学科分类号
0802 ;
摘要
Accurate uncertainty quantification (UQ) in digital image correlation (DIC) deformations is essential for quantitative DIC-based finite element (FE) model validation. DIC UQ is well-studied in the current literature, both from a theoretical as well as experimental point-of-view, but rarely from the model validation perspective. Moreover, the DIC uncertainties are usually considered as spatial averages over the whole field of view while local contrast variations generally lead to spatially-varying noise floors. This paper investigates how DIC UQ should be performed when validating FE models. UQ was performed using experimental stationary images of a test sample. Spatial maps of point-wise temporal standard deviation (noise) and mean (bias) were constructed to be used in the model validation process. The effectiveness of reference image averaging at reducing bias and noise was also studied. Specular reflection ('hotspots') was given special attention, an important additional source of uncertainty not simulated by the Digital Twin (DT) used to perform the validation. As expected, image noise was found to be the most dominant source of DIC uncertainty. The spatially-random noise on the reference stationary image was found to be responsible for the temporal bias of the displacement distribution, as the copy of noise from that initial image affects all displacement maps since this image is used for all displacement maps. Spatially-random noise on the deformed stationary images was found to be responsible for the temporal standard deviation (noise). Both temporal noise and bias were found to be comparable in magnitude, highlighting the necessity for a spatially heterogeneous model validation criterion that accounts for both. The impact of specular reflection was difficult to quantify and exhibits potential for significantly increasing DIC uncertainties. The use of polarized lights and polarizing filters can mitigate this issue but more work is needed to allow for a realistic error budget to be established for this. Heat haze (refraction from warm air flow between camera and object) and camera heating are additional effects that are difficult to error-budget for. Finally, the effect of stereo-DIC calibration errors needs to be studied further.
引用
收藏
页数:21
相关论文
共 50 条
  • [1] Uncertainty Quantification in the Evaluation of DIC-Based Dynamic Fracture Parameters
    Shannahan, Logan
    Lamberson, Leslie
    INTERNATIONAL DIGITAL IMAGING CORRELATION SOCIETY, 2017, : 125 - 127
  • [2] A comprehensive validation framework for numerical simulation based on uncertainty quantification
    Hu, Xingzhi
    Wang, Ruili
    Liang, Xiao
    Li, Mingjie
    ENGINEERING COMPUTATIONS, 2025, 42 (03) : 1302 - 1315
  • [3] Full-field DIC-based model updating for localized parameter identification
    Zaletelj, Klemen
    Slavic, Janko
    Boltezar, Miha
    MECHANICAL SYSTEMS AND SIGNAL PROCESSING, 2022, 164
  • [4] Stereo-DIC Uncertainty Quantification based on Simulated Images
    Balcaen, R.
    Reu, P. L.
    Lava, P.
    Debruyne, D.
    EXPERIMENTAL MECHANICS, 2017, 57 (06) : 939 - 951
  • [5] Stereo-DIC Uncertainty Quantification based on Simulated Images
    R. Balcaen
    P.L. Reu
    P. Lava
    D. Debruyne
    Experimental Mechanics, 2017, 57 : 939 - 951
  • [6] Validation and Improvement of a Bicycle Crank Arm Based in Numerical Simulation and Uncertainty Quantification
    Gutierrez-Moizant, R.
    Ramirez-Berasategui, M.
    Calvo, Jose A.
    Alvarez-Caldas, Carolina
    SENSORS, 2020, 20 (07)
  • [7] Practical identifiability and uncertainty quantification of a pulsatile cardiovascular model
    Marquis, Andrew D.
    Arnold, Andrea
    Dean-Bernhoft, Caron
    Carlson, Brian E.
    Olufsen, Mette S.
    MATHEMATICAL BIOSCIENCES, 2018, 304 : 9 - 24
  • [8] Bayesian Model Selection Methods for Multilevel IRT Models: A Comparison of Five DIC-Based Indices
    Zhang, Xue
    Tao, Jian
    Wang, Chun
    Shi, Ning-Zhong
    JOURNAL OF EDUCATIONAL MEASUREMENT, 2019, 56 (01) : 3 - 27
  • [9] Prediction of the orientation spread in an aluminum bicrystal during plane strain compression using a DIC-based Taylor model
    Kuo, Jui-Chao
    Chen, Delphic
    Tung, Shih-Heng
    Shih, Ming-Hsiang
    COMPUTATIONAL MATERIALS SCIENCE, 2008, 42 (04) : 564 - 569
  • [10] An accurate determination method for constitutive model of anisotropic tubular materials with DIC-based controlled biaxial tensile test
    He, Zhubin
    Zhang, Kun
    Lin, Yanli
    Yuan, Shijian
    INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 2020, 181