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  • Bayesian Optimization of Equilibrium States in Elastomeric Beams - Grid Search Database

    Dataset thumbnail: Bayesian Optimization of Equilibrium States in Elastomeric Beams - Grid Search Database
    Type:
    Dataset
    摘抄:
    Published in conjunction with the below manuscript, this database includes all the output files from a grid search across a design domain governing elastomeric tilted beams according to a Fourier series-based parameterization. For full details, please reference the text. For a description of this database's organization, please see "ReadMe.txt." Yoo, D., Hertlein, N., Chen, V. W., Willey, C. L., Gillman, A., Juhl, A., Anand, S., Vemaganti, K., and Buskohl, P. R. (2021). "Bayesian Optimization of Equilibrium States in Elastomeric Beams." ASME. J. Mech. Des. 143(11): 111702.  https://doi.org/10.1115/1.4050743
    作者:
    Yoo, David; Juhl, Abigail; Vemaganti, Kumar; Willey, Carson L.; Gillman, Andrew; Hertlein, Nathan; Anand, Sam; Chen, Vincent W., and Buskohl, Philip R.
    提交者:
    Nathan Hertlein
    上传日期:
    12/10/2020
    更改日期:
    06/07/2021
    证书:
    Open Data Commons Attribution License (ODC-By)

  • Bayesian Approach to Selecting Hyperelastic Constitutive Models of Soft Tissue

    Article thumbnail: Bayesian Approach to Selecting Hyperelastic Constitutive Models of Soft Tissue
    Type:
    Article
    摘抄:
    Hyperelastic constitutive models of soft tissue mechanical behavior are extensively used in applications like computer-aided surgery, injury modeling, etc. While numerous constitutive models have been proposed in the literature, an objective method is needed to select a parsimonious model that represents the experimental data well and has good predictive capability. This is an important problem given the large variability in the data inherent to soft tissue mechanical testing. In this work, we discuss a Bayesian approach to this problem based on Bayes factors. We propose a holistic framework for model selection, wherein we consider four different factors to reliably choose a parsimonious model from the candidate set of models. These are the qualitative fit of the model to the experimental data, evidence values, maximum likelihood values, and the landscape of the likelihood function. We consider three hyperelastic constitutive models that are widely used in soft tissue mechanics: Mooney-Rivlin, Ogden and exponential. Three sets of mechanical testing data from the literature for agarose hydrogel, bovine liver tissue, porcine brain tissue are used to calculate the model selection statistics. A nested sampling approach is used to evaluate the evidence integrals. In our results, we highlight the robustness of the proposed Bayesian approach to model selection compared to the likelihood ratio, and discuss the use of the four factors to draw a complete picture of the model selection problem.
    作者:
    Madireddy, Sandeep; Vemaganti, Kumar, and Sista, Bhargava
    提交者:
    Kumar Vemaganti
    上传日期:
    01/21/2015
    更改日期:
    05/23/2019
    创建:
    2015-01-21
    证书:
    All rights reserved