Alan Champneys

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University of Bristol

United Kingdom

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Recent Grants

Grant: Close

Engineering Nonlinearity

Open Date: 2013-12-06

Close Date: 2017-09-05

Grant: Close

Resilience and Robustness of Dynamic Manufacturing Supply Networks

Open Date: 2013-08-31

Close Date: 2017-02-28

Grant: Close

Engineering Nonlinearity

Open Date: 2012-09-06

Close Date: 2013-09-05

Grant: Close

University of Bristol Bridging the Gaps Cross-Disciplinary Feasibility Account

Open Date: 2009-09-30

Close Date: 2011-03-30

Grant: Close

Mathematical modelling of the active hearing process in the mamalian inner ear

Open Date: 2008-08-31

Close Date: 2011-08-30

Articles (19)

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2025

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2022

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2021

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2021

Assistant Professor

University of Georgia

UNITED STATES

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Alan Champneys

Research Interests

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Contact this professor

Recent Grants

Articles (19)

Designing reaction-cross-diffusion systems with Turing and wave instabilities

From snaking to isolas

An Asymptotic Analysis of Spike Self-Replication and Spike Nucleation of Reaction-Diffusion Patterns on Growing 1-D Domains

Wave-Pinned Patterns for Cell Polarity—A Catastrophe Theory Explanation

Amplitude equations for wave bifurcations in reaction–diffusion systems

Process modelling of NHS cardiovascular waiting lists in response to the COVID-19 pandemic

Degenerate Turing Bifurcation and the Birth of Localized Patterns in Activator-Inhibitor Systems

Analysis of point-contact models of the bounce of a hard spinning ball on a compliant frictional surface

A new phase model of the spatiotemporal relationships between three circadian oscillators in the brainstem

Modelling a Dynamic Magneto-Agglutination Bioassay

General conditions for Turing and wave instabilities in reaction -diffusion systems

Bifurcation of Limit Cycles from Boundary Equilibria in Impacting Hybrid Systems

Computation of Turing Bifurcation Normal Form for n -Component Reaction-Diffusion Systems

Measurements and linearized models for golf ball bounce on a green

Organisation of Spatially Localised Structures near a Codimension-Three Cusp-Turing Bifurcation

Spikes and localised patterns for a novel Schnakenberg model in the semi-strong interaction regime

Unified framework for localized patterns in reaction–diffusion systems; the Gray–Scott and Gierer–Meinhardt cases

Emergence of the London Millennium Bridge instability without synchronisation

Localized patterns and semi-strong interaction, a unifying framework for reaction-diffusion systems

Collaborators (8)

Robert Szalai

Robert Hughes

John Macdonald

Ben Gibbison

Rebecca Hoyle

gianni angelini

Mike Jeffrey

Russell Jeter

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