Sky, Neunteufel, Münch, Schöberl, Neff. A Hybrid \(H ^1\)x\(H ( {curl})\) Finite Element Formulation for a Relaxed Micromorphic Continuum Model of Antiplane Shear Computational Mechanics, 2021, (preprint), read more
Danczul, Hetebrij, Khalighi, Kogler, Lahaye, Luckins, Munters, Neunteufel, Pammer, Vuik. Modeling airflow-driven water droplet removal from a flat surface SWI 2020: 157th European Study Group with Industry, 2022
Sky, Neunteufel, Hale, Zilian. Eine schubversteifungsfreie Formulierung der Reissner Mindlin Platte anhand Hu-Zhang Elemente Baustatik – Baupraxis 15, 2024
Gopalakrishnan, Neunteufel, Schöberl, Wardetzky. Generalizing Riemann Curvature to Regge Metrics arXiv:2311.01603, read more
Gopalakrishnan, Neunteufel, Schöberl, Wardetzky. On the Improved Convergence of Lifted Distributional Gauss Curvature from Regge Elements Results in Applied Mathematics, 2024, read more
Sky, Neunteufel, Lewintan, Gourgiotis, Zilian, Neff. Novel \(H^{dev}(Curl{})\)-Conforming Elements on Regular Triangulations and Clough–Tocher Splits for the Planar Relaxed Micromorphic Model Computational Mechanics, 2025, (preprint), read more
Bartels, Bonito, Hornung, Neunteufel. Babuška's paradox in a nonlinear bending-folding model Interfaces and Free Boundaries (accepted), 2026, read more
talks
Tangential-Rotation and Normal-Normal-Momentum Continuous Mixed Finite Elements for Non-Linear Shell Models
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Fluid-Structure Interaction with NGS-Py
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Fluid-Structure Interaction with H(div)-Conforming HDG and a new H(curl)-Conforming Method for Non-Linear Elasticity
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Advanced Numerical Methods for Fluid-Structure Interaction
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Fluid-Structure Interaction with H(div)-Conforming HDG and a new H(curl)-Conforming Method for Non-Linear Elasticity
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The Hellan-Herrmann-Johnson method for nonlinear shells
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Surface PDEs, Plates and Shells
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The Hellan–Herrmann–Johnson Method for Nonlinear Shells
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Moving meshes in NGSolve
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The Hellan–Herrmann–Johnson Method for Nonlinear Shells
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The Hellan–Herrmann–Johnson Method for Nonlinear Shells
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Nonlinear Shells - Avoiding Locking by the Hellan–Herrmann–Johnson Method and Regge Interpolation
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Nonlinear Shells in NGSolve
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Mixed Finite Element Methods for Nonlinear Elasticity and Shells
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Numerical approximation and optimization of the Canham-Helfrich elastic bending energy
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Distributional computation of intrinsic curvature with Regge finite elements
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Analysis of intrinsic curvature approximations with Regge finite elements
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Analysis of curvature approximations via covariant curl and incompatibility for Regge metrics
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The TDNNS and Hellan–Herrmann–Johnson method for nonlinear shells
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Regge finite elements in differential geometry: metric, geodesic, and curvature approximation
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Regge finite elements in differential geometry: metric, geodesic, and curvature approximation
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Distributional curvatures of Regge metrics
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Distributional curvatures on discrete surfaces with application to shells
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The Hellan–Herrmann–Johnson and TDNNS method for nonlinear Koiter and Naghdi shells
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The Hellan–Herrmann–Johnson and TDNNS Method for Nonlinear Koiter and Naghdi Shells
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Surface PDEs and curvature approximation in NGSolve
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Tutorial: Surface PDEs and curvature approximation in NGSolve
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Robust mixed methods for continuum mechanics, plates and shells
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Distributional curvature approximations with applications to shells
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The Hellan–Herrmann–Johnson and TDNNS method for nonlinear Koiter and Naghdi shells
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Analysis of distributional Riemann curvature tensor in any dimension
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Distributional curvature approximation from Regge metrics
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Solids and Structures
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Tutorial: Surface PDEs and curvature approximation in NGSolve
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Distributional differential operators on Riemannian manifolds with smooth and Regge metrics
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Curvature approximation with Finite Elements
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Generalizing Riemann curvature to Regge metrics
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FEM meets Discrete Differential Geometry: Extrinsic & intrinsic curvature approximation
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FEM meets Differential Geometry: Curvature approximation with distributional finite elements
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Locking-free mixed finite element methods for nonlinear shells
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teaching
Numerics of partial differential equations: instationary problems read more
