World's Best Scientists 2026 revealed!

D-Index & Metrics

Mechanical and Aerospace Engineering

D-Index
31
Citations
5660
World Ranking
3260
National Ranking
1101

Overview

Dominik Schillinger is affiliated with the University of Minnesota in the United States and specializes in engineering with a focus on computational mechanics. Their research contributions cover a wide range of topics within this field, reflecting involvement in advanced numerical methods, material mechanics, and mathematical modeling.

The main fields of study for Schillinger include:

  • Engineering

Within engineering, Schillinger has contributed extensively to several subfields:

  • Computational Mechanics
  • Mechanics of Materials
  • Computational Theory and Mathematics
  • Mechanical Engineering
  • Civil and Structural Engineering

Their research topics are representative of advanced computational and mathematical techniques applied in engineering contexts:

  • Advanced Numerical Analysis Techniques
  • Advanced Numerical Methods in Computational Mathematics
  • Numerical methods in engineering
  • Composite Material Mechanics
  • Advanced Mathematical Modeling in Engineering
  • Electromagnetic Simulation and Numerical Methods
  • Model Reduction and Neural Networks

Schillinger's publication record includes contributions to several recognized venues, most notably:

  • arXiv (Cornell University)
  • Computer Methods in Applied Mechanics and Engineering
  • Computational Mechanics
  • International Journal for Numerical Methods in Engineering
  • Mathematical Models and Methods in Applied Sciences

Representative recent papers authored or co-authored by Schillinger include:

  • "Removal of spurious outlier frequencies and modes from isogeometric discretizations of second- and fourth-order problems in one, two, and three dimensions" (2021, Computer Methods in Applied Mechanics and Engineering)
  • "Mixed isogeometric collocation for geometrically exact 3D beams with elasto-visco-plastic material behavior and softening effects" (2022, Computer Methods in Applied Mechanics and Engineering)
  • "Experimental and numerical investigations of microwave-induced damage and fracture formation in rock" (2021, Journal of Thermal Stresses)
  • "Higher-order imperfect interface modeling via complex variables based asymptotic analysis" (2020, International Journal of Engineering Science)
  • "A unified framework for Navier-Stokes Cahn-Hilliard models with non-matching densities" (2023, Mathematical Models and Methods in Applied Sciences)

Frequent co-authors who have collaborated with Schillinger include:

  • René R. Hiemstra
  • Thi-Hoa Nguyen
  • Stein K.F. Stoter
  • Etienne Jessen
  • M.F.P. ten Eikelder

Best Publications

  • An Isogeometric design-through-analysis methodology based on adaptive hierarchical refinement of NURBS, immersed boundary methods, and T-spline CAD surfaces

    Dominik Schillinger;Dominik Schillinger;Luca Dedè;Michael A. Scott;John A. Evans

  • An immersogeometric variational framework for fluid-structure interaction: Application to bioprosthetic heart valves

    David Kamensky;Ming Chen Hsu;Dominik Schillinger;John A. Evans

  • The Finite Cell Method: A Review in the Context of Higher-Order Structural Analysis of CAD and Image-Based Geometric Models

    Dominik Schillinger;Martin Ruess

  • Isogeometric Collocation: Cost Comparison with Galerkin Methods and Extension to Adaptive Hierarchical NURBS Discretizations

    Dominik Schillinger;John A. Evans;Alessandro Reali;Michael A. Scott

  • Weak coupling for isogeometric analysis of non-matching and trimmed multi-patch geometries

    Martin Ruess;Dominik Schillinger;Ali I. Özcan;Ernst Rank

  • Geometric modeling, isogeometric analysis and the finite cell method

    E. Rank;M. Ruess;S. Kollmannsberger;D. Schillinger

  • Small and large deformation analysis with the p- and B-spline versions of the Finite Cell Method

    Dominik Schillinger;Martin Ruess;Nils Zander;Yuri Bazilevs

  • Weakly enforced essential boundary conditions for NURBS-embedded and trimmed NURBS geometries on the basis of the finite cell method

    Martin Ruess;D. Schillinger;Y. Bazilevs;V. Varduhn

  • An unfitted hp-adaptive finite element method based on hierarchical B-splines for interface problems of complex geometry

    Dominik Schillinger;Ernst Rank

  • Reduced Bézier element quadrature rules for quadratic and cubic splines in isogeometric analysis

    Dominik Schillinger;Dominik Schillinger;Shaikh J. Hossain;Thomas J.R. Hughes

  • The tetrahedral finite cell method for fluids: Immersogeometric analysis of turbulent flow around complex geometries

    Fei Xu;Dominik Schillinger;David Kamensky;Vasco Varduhn

  • The hp‐d‐adaptive finite cell method for geometrically nonlinear problems of solid mechanics

    D. Schillinger;A. Düster;E. Rank

  • An interactive geometry modeling and parametric design platform for isogeometric analysis

    Ming-Chen Hsu;Chenglong Wang;Austin J. Herrema;Dominik Schillinger

  • Multi-level hp-adaptivity: high-order mesh adaptivity without the difficulties of constraining hanging nodes

    Nils Zander;Tino Bog;Stefan Kollmannsberger;Dominik Schillinger

  • Optimal and reduced quadrature rules for tensor product and hierarchically refined splines in isogeometric analysis

    René R. Hiemstra;Francesco Calabrò;Dominik Schillinger;Thomas J.R. Hughes

  • The non-symmetric Nitsche method for the parameter-free imposition of weak boundary and coupling conditions in immersed finite elements

    Dominik Schillinger;Isaac Harari;Ming Chen Hsu;David Kamensky

  • Variationally consistent isogeometric analysis of trimmed thin shells at finite deformations, based on the STEP exchange format

    Yujie Guo;Jason Heller;Thomas J.R. Hughes;Martin Ruess

  • Isogeometric collocation for phase-field fracture models

    Dominik Schillinger;Michael J. Borden;Michael J. Borden;Henryk K. Stolarski

  • A parameter-free variational coupling approach for trimmed isogeometric thin shells

    Yujie Guo;Martin Ruess;Dominik Schillinger

  • The tetrahedral finite cell method: Higher‐order immersogeometric analysis on adaptive non‐boundary‐fitted meshes

    Vasco Varduhn;Ming Chen Hsu;Martin Ruess;Dominik Schillinger

  • Local fields and overall transverse properties of unidirectional composite materials with multiple nanofibers and Steigmann–Ogden interfaces

    Zhilin Han;Zhilin Han;Sofia G. Mogilevskaya;Dominik Schillinger

  • FCMLab: A finite cell research toolbox for MATLAB

    Nils Zander;Tino Bog;Mohamed Elhaddad;R. Espinoza

Frequent Co-Authors

Ernst Rank
Ernst Rank Technical University of Munich
Thomas J. R. Hughes
Thomas J. R. Hughes The University of Texas at Austin
Alexander Düster
Alexander Düster Hamburg University of Technology
Ming-Chen Hsu
Ming-Chen Hsu Iowa State University
Yuri Bazilevs
Yuri Bazilevs Brown University
Alessandro Reali
Alessandro Reali University of Pavia
Ying Zhao
Ying Zhao Nankai University
Michele Guala
Michele Guala University of Minnesota
Raimund Rolfes
Raimund Rolfes University of Hannover
Günther Meschke
Günther Meschke Ruhr University Bochum

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