Martin Kröger

Professor Computational Polymer Physics

Swiss Federal Institute of Technology in Zurich

Switzerland

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Martin Kröger is a Professor of Computational Polymer Physics at the Swiss Federal Institute of Technology (ETH Zurich) in Switzerland. His research focuses on the mechanical properties and behavior of complex materials, including nano-beams, hydrogels, and fibrillar gels. Recent publications of his work include studies on elasticity solutions for anisotropic structures and the thermalization processes in collision-poor plasmas.

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2023

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2023

Collaborators (10)

Patrick Ilg

Associate Professor

University of Reading

UNITED KINGDOM

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Takato Ishida

YLC Designated Assistant Professor

Nagoya University

JAPAN

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Reinhard Schlickeiser

Christian-Albrechts-Universität zu Kiel

GERMANY

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Sandra Galmarini

Empa Materials Science and Technology

SWITZERLAND

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Lucio Isa

ETH Zurich

SWITZERLAND

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Emilio Nicola Maria CIRILLO

Professor

Sapienza University of Rome

ITALY

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Eric Robert Dufresne

Professor

Cornell University

UNITED STATES

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Takashi Uneyama

Nagoya University

JAPAN

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Matteo Colangeli

Associate Professor

University of L'Aquila

ITALY

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Yuichi Masubuchi

Professor

Nagoya University

JAPAN

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Martin Kröger

Research Interests

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Articles (30)

Analytical solutions of curvilinear nano-beams: An application to nano-circular ring problems and gradient initial stresses

Analytical solutions of curvilinear nano-beams: An application to nano-circular ring problems and gradient <i>initial stresses</i>

Particle transport and finite-size effects in Lorentz channels with finite horizons

Characterizing hydrogel behavior under compression with gel-freezing osmometry

Elasticity solutions of inhomogeneous and anisotropic nano-circular rings

Elasticity solutions of inhomogeneous and anisotropic nano-circular rings

Quasilinear thermalization of collision-poor plasmas by noncollective fluctuations

Chromatin conformation, gene transcription, and nucleosome remodeling as an emergent system

Ultra-slow self-similar coarsening of physical fibrillar gels formed by semiflexible polymers

Variable strain amplitude loading of steel 316L-experimental results and analytical modelling

Generalized geometric pore size distribution code GPSD-3D for periodic systems composed of monodisperse spheres

Energy Formulation for Infinite Structures: Order Parameter for Percolation, Critical Bonds, and Power-Law Scaling of Contact-Based Transport

Dynamical behavior of the SEIARM-COVID-19 related models

Anisotropic functionally graded nano-beam models and closed-form solutions in plane gradient elasticity

Morphology, structure, and dynamics of ionic polydimethylsiloxane-silica nanocomposites

Topological Biopassive Brushes. From Linear to Cyclic, from Atomistic to Coarse-Grained Poly(2-ethyl-2-oxazoline)

Particle traps and stationary currents captured by an active 1D model

Mathematics of Epidemics: On the General Solution of SIRVD, SIRV, SIRD, and SIR Compartment Models

Theoretical analysis of a SIRD model with constant amount of alive population and COVID-19 applications

Molecular Details of the “Catalytic Effect” of Long Chains on Short Chains in Stretch-Induced Polymer Crystallization

Voronoi tessellation-based algorithm for determining rigorously defined classical and generalized geometric pore size distributions

Increase in rod diffusivity emerges even in Markovian nature

Globular Proteins and Where to Find Them within a Polymer Brush—A Case Study

Key Epidemic Parameters of the SIRV Model Determined from Past COVID-19 Mutant Waves

Siloxane Molecules: Nonlinear Elastic Behavior and Fracture Characteristics

Siloxane Molecules: Nonlinear Elastic Behavior and Fracture Characteristics

Determination of a Key Pandemic Parameter of the SIR-Epidemic Model from Past COVID-19 Mutant Waves and Its Variation for the Validity of the Gaussian Evolution

Determination of a Key Pandemic Parameter of the SIR-Epidemic Model from Past COVID-19 Mutant Waves and Its Variation for the Validity of the Gaussian Evolution

The Z1+ package: Shortest multiple disconnected path for the analysis of entanglements in macromolecular systems

Determination of a Key Pandemic Parameter of the SIR-Epidemic Model from Past COVID-19 Mutant Waves and Its Variation for the Validity of the Gaussian Evolution

Collaborators (10)

Patrick Ilg

Takato Ishida

Reinhard Schlickeiser

Sandra Galmarini

Lucio Isa

Emilio Nicola Maria CIRILLO

Eric Robert Dufresne

Takashi Uneyama

Matteo Colangeli

Yuichi Masubuchi

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