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Residual stress reconstruction for large-Eddy simulation

Dieter Fauconnier (UGent) and Erik Dick (UGent)
(2014) Advanced Computational Methods in Engineering, Abstracts. p.85-86
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Abstract
A modelling technique for Large-Eddy Simulation is presented, in which the residual-stress tensor is reconstructed by applying an optimal convolution operator to the resolved stresses. This convolution operator is defined as a Taylor-series expansion in which the coefficients are determined using a dynamic procedure. The method is evaluated for the 1D Burger’s equation as proof of concept. Promising results are obtained.
Keywords
Turbulence modeling, Residual Stress Reconstruction, Large-Eddy Simulation

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MLA
Fauconnier, Dieter, and Erik Dick. “Residual Stress Reconstruction for Large-Eddy Simulation.” Advanced Computational Methods in Engineering, Abstracts, edited by Rob De Staelen and Marian Slodicka, Faculty of Engineering and Architecture, Ghent University, 2014, pp. 85–86.
APA
Fauconnier, D., & Dick, E. (2014). Residual stress reconstruction for large-Eddy simulation. In R. De Staelen & M. Slodicka (Eds.), Advanced Computational Methods in Engineering, Abstracts (pp. 85–86). Ghent: Faculty of Engineering and Architecture, Ghent University.
Chicago author-date
Fauconnier, Dieter, and Erik Dick. 2014. “Residual Stress Reconstruction for Large-Eddy Simulation.” In Advanced Computational Methods in Engineering, Abstracts, edited by Rob De Staelen and Marian Slodicka, 85–86. Ghent: Faculty of Engineering and Architecture, Ghent University.
Chicago author-date (all authors)
Fauconnier, Dieter, and Erik Dick. 2014. “Residual Stress Reconstruction for Large-Eddy Simulation.” In Advanced Computational Methods in Engineering, Abstracts, ed by. Rob De Staelen and Marian Slodicka, 85–86. Ghent: Faculty of Engineering and Architecture, Ghent University.
Vancouver
1.
Fauconnier D, Dick E. Residual stress reconstruction for large-Eddy simulation. In: De Staelen R, Slodicka M, editors. Advanced Computational Methods in Engineering, Abstracts. Ghent: Faculty of Engineering and Architecture, Ghent University; 2014. p. 85–6.
IEEE
[1]
D. Fauconnier and E. Dick, “Residual stress reconstruction for large-Eddy simulation,” in Advanced Computational Methods in Engineering, Abstracts, Gent, Belgium, 2014, pp. 85–86.
@inproceedings{4427744,
  abstract     = {{A modelling technique for Large-Eddy Simulation is presented, in which the residual-stress tensor is reconstructed by applying an optimal convolution operator to the resolved stresses. This convolution operator is defined as a Taylor-series expansion in which the coefficients are determined using a dynamic procedure. The method is evaluated for the 1D Burger’s equation as proof of concept. Promising results are obtained.}},
  author       = {{Fauconnier, Dieter and Dick, Erik}},
  booktitle    = {{Advanced Computational Methods in Engineering, Abstracts}},
  editor       = {{De Staelen, Rob and Slodicka, Marian}},
  isbn         = {{9789082230901}},
  keywords     = {{Turbulence modeling,Residual Stress Reconstruction,Large-Eddy Simulation}},
  language     = {{eng}},
  location     = {{Gent, Belgium}},
  pages        = {{85--86}},
  publisher    = {{Faculty of Engineering and Architecture, Ghent University}},
  title        = {{Residual stress reconstruction for large-Eddy simulation}},
  year         = {{2014}},
}