Thomas-Peter Fries

Univ.-Prof. Dr.-Ing. habil.

20052020
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Mathematics

Extended Finite Element Method
Higher Order
Mesh
Discontinuity
Shape Function
Crack
Meshfree Method
Optimal Convergence Rate
Approximation Space
Level Set
NURBS
Crack Propagation
Stabilization
Approximation
Three-dimension
Arbitrary
Finite Element Method
Generalized Finite Element Method
Unknown
Partition of Unity Method
Remeshing
Level Set Method
Incompressible Navier-Stokes
Vertex of a graph
Finite Element
Petrov-Galerkin Method
Interface Problems
Shell Theory
Formulation
Free Surface Flow
Particle Method
Differential Calculus
Moving Least Squares
Mixed Methods
Stokes Flow
Incompressible Navier-Stokes Equations
Zero set
Time Stepping
Kink
Boundary Integral Equations
Gradient
Time Integration
Decomposition Method
Hybrid Method
Lagrange
Parametrization
Hydraulics
Space-time Finite Elements
Energy Release Rate
Convection

Engineering & Materials Science

Finite element method
Stabilization
Geometry
Galerkin methods
Cracks
Differentiation (calculus)
Navier Stokes equations
Decomposition
Crack propagation
Boundary integral equations
Incompressible flow
Interpolation
Lagrange multipliers
Elasticity
Fluids
Surface tension
Energy release rate
Computer aided design
Boundary layers
Interfaces (computer)
Hydraulic fracturing
Strain energy
Two phase flow
Splines
Crack tips
Virtual reality
Bending (forming)
Fracture mechanics
Mesh generation
Visualization
Simulators
Availability
Tissue
Plastics
Geomechanics
Feedback
Torsional stress
Polynomial approximation
Shear bands
Function evaluation

Physics & Astronomy

Mathematical and Computer Sciences

finite element method
meshfree methods
interpolation
differential calculus
Galerkin method
approximation
integral equations

General

mesh
geometry
shell theory
incompressible flow
formulations
splines
plastics
inclusions
collocation
decomposition
two phase flow

Physics

Navier-Stokes equation

Engineering

stabilization

Chemistry and Materials

interfacial tension