Peter Wriggers

Professor

Leibniz University Hannover

Germany

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Professor Peter Wriggers is a faculty member at Leibniz Universität Hannover, Germany. His research interests focus on advanced numerical methods in engineering, particularly in the areas of hyperelasticity, elastodynamics, and phase field modelling. He has contributed to the development of innovative techniques including the Particle Virtual Element Method and high-order virtual element methods for elasticity and fracture simulations.

Articles (23)

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2026

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2025

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2023

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2022

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2022

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2022

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2021

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2021

Collaborators (4)

Stefan Loehnert

GERMANY

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Michael Haist

Professor

Leibniz University Hannover

GERMANY

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Fadi Aldakheel

University Professor

Leibniz University Hannover

GERMANY

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Michele Marino

Prof.

University of Rome Tor Vergata

ITALY

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Peter Wriggers

Research Interests

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About

Articles (23)

Second order three-dimensional serendipity virtual elements for hyperelasticity: Static and dynamic analysis

A third medium approach for contact using first and second order finite elements

Space-time virtual element method for elastodynamics: Theory, applications, and code development

Particle Virtual Element Method (PVEM): an agglomeration technique for mesh optimization in explicit Lagrangian free-surface fluid modelling

High-order 3D virtual element method for linear and nonlinear elasticity

A general phase-field model for simulating impact-sliding contact failure

Numerical strategy for solving general C1‐continuous beam‐to‐beam contact problems

3D concrete fracture simulations using an explicit phase field model

3D stabilization-free virtual element method for linear elastic analysis

Investigation on fracture behaviour of UHPFRC using a mesoscale computational framework

Dynamic fracture investigation of concrete by a rate-dependent explicit phase field model integrating viscoelasticity and micro-viscosity

A novel semi-explicit numerical algorithm for efficient 3D phase field modelling of quasi-brittle fracture

Arterial tissues and their inflammatory response to collagen damage: A continuum in silico model coupling nonlinear mechanics, molecular pathways, and cell behavior

Elimination of the Stops Because of Failure of Nonlinear Solutions in Nonlinear Seismic Time History Analysis

A locking free virtual element formulation for Timoshenko beams

Virtual Elements for computational anisotropic crystal plasticity

Stabilization-free virtual element method for finite strain applications

On a virtual element formulation for trusses and beams

A sharp-interface model for diffusional evolution of precipitates in visco-plastic materials

Membrane mode enhanced cohesive zone element

Influence of Moisture Content and Wet Environment on the Fatigue Behaviour of High-Strength Concrete

Contact between rigid convex NURBS particles based on computer graphics concepts

Flexible polyhedra modeled by the virtual element method in a discrete element context

Collaborators (4)

Stefan Loehnert

Michael Haist

Fadi Aldakheel

Michele Marino

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