A fully coupled high‐order discontinuous Galerkin solver for viscoelastic fluid flow (English)
- New search for: Kikker, Anne
- New search for: Kummer, Florian
- New search for: Oberlack, Martin
- New search for: Kikker, Anne
- New search for: Kummer, Florian
- New search for: Oberlack, Martin
In:
International Journal for Numerical Methods in Fluids
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93
, 6
;
1736-1758
;
2021
- Article (Journal) / Electronic Resource
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Title:A fully coupled high‐order discontinuous Galerkin solver for viscoelastic fluid flow
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Contributors:
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Published in:International Journal for Numerical Methods in Fluids ; 93, 6 ; 1736-1758
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Publisher:
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Publication date:2021-06-01
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Size:24 pages
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ISSN:
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DOI:
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Type of media:Article (Journal)
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Type of material:Electronic Resource
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Language:English
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Keywords:
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Source:
Table of contents – Volume 93, Issue 6
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1669
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A fast multipole boundary element method for three‐dimensional acoustic problems in a subsonic uniform flowLiu, Xueliang / Wu, Haijun / Jiang, Weikang / Sun, Ruihua et al. | 2021
- 1690
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A new reconstruction of numerical fluxes for conservation laws using fuzzy operatorsLochab, Ruchika / Kumar, Vivek et al. | 2021
- 1712
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An arbitrary Lagrangian–Eulerian‐based finite element strategy for modeling incompressible two‐phase flowsPotghan, Nilesh / Jog, Chandrashekhar S. et al. | 2021
- 1736
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A fully coupled high‐order discontinuous Galerkin solver for viscoelastic fluid flowKikker, Anne / Kummer, Florian / Oberlack, Martin et al. | 2021
- 1759
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Modified class of explicit and enhanced stability region schemes: Application to mixed convection flow in a square cavity with a convective wallNawaz, Yasir / Arif, Muhammad Shoaib et al. | 2021
- 1788
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A comparison of block preconditioners for isogeometric analysis discretizations of the incompressible Navier–Stokes equationsHorníková, Hana / Vuik, Cornelis / Egermaier, Jiří et al. | 2021
- 1816
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On a new block method for an MHD nanofluid flow with an exponentially decaying internal heat generationOyelakin, Ibukun S. / Adeyeye, Oluwaseun / Sibanda, Precious / Omar, Zurni et al. | 2021
- 1825
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Adaptive downstream tensorial eddy viscosity for hybrid large‐eddy simulations‐Reynolds‐averaged‐Navier–Stokes simulationsZhang, Wanjia / Shih, Tom I‐P. et al. | 2021
- 1843
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Simulation of three‐dimensional nonlinear water waves using a pseudospectral volumetric method with an artificial boundary conditionKlahn, Mathias / Madsen, Per A. / Fuhrman, David R. et al. | 2021
- 1871
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A meshfree Lagrangian method for flow on manifoldsSuchde, Pratik et al. | 2021
- 1895
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A simplified lattice Boltzmann flux solver for multiphase flows with large density ratioYang, Liuming / Shu, Chang / Chen, Zhen / Wang, Yan / Hou, Guoxiang et al. | 2021
- 1913
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A conforming discontinuous Galerkin finite element method for the Stokes problem on polytopal meshesYe, Xiu / Zhang, Shangyou et al. | 2021
- 1929
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An immersed boundary method with y+‐adaptive wall function for smooth wall shearXu, Yuncheng / Liu, Xiaofeng et al. | 2021
- 1947
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An efficient stabilized finite element scheme for simulating viscoelastic flowsChai, Yong / Ouyang, Jie / Wang, Xiaodong et al. | 2021
- 1969
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A nonnegative and shape‐preserving global transport model on cubed sphere using high‐order conservative collocation schemeHuang, Pei / Chen, Chungang / Li, Xingliang / Shen, Xueshun / Xiao, Feng et al. | 2021
- 1993
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A stabilized finite element method based on characteristic‐based polynomial pressure projection scheme for incompressible flowsGao, Guang‐Jun / Chen, Qian‐Ru / Jiang, Chen / Wang, Tian‐Tian / Liu, Ming‐Yang / Liu, Gui‐Rong et al. | 2021
- 2015
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A flexible gradient method for unstructured‐grid solversNishikawa, Hiroaki et al. | 2021
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Issue Information| 2021