Adrian Barker

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Associate Professor in Applied Mathematics

University of Leeds

United Kingdom

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About

Adrian Barker is an Associate Professor in Applied Mathematics at the University of Leeds, UK. His research focuses on the interplay of tidal flows and magnetic fields, as well as the stability of differential rotation in celestial bodies. Recent articles explore topics including tidal dissipation mechanisms in rotating giant planets and the orbital dynamics of exoplanets.

Recent Grants

Grant: Close

Astrophysics Consolidated Grant

Open Date: 2022-03-31

Close Date: 2025-03-30

Grant: Close

Astrophysics Consolidated Grant

Open Date: 2019-03-31

Close Date: 2022-03-30

Grant: Close

Tidal dissipation in stars and planets: simulations from first principles

Open Date: 2018-03-31

Close Date: 2020-03-30

Grant: Close

Tidal interactions between planets and stars: simulations from first principles

Open Date: 2014-10-01

Close Date: 2017-09-01

Articles (20)

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2022

Collaborators (9)

Dimitri Veras

Associate Professor & STFC Ernest Rutherford Fellow

University of Warwick

UNITED KINGDOM

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John Southworth

Lecturer in Astrophysics

Keele University

UNITED KINGDOM

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Tobias C. Hinse

University of Southern Denmark

DENMARK

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Daniel Lecoanet

Northwestern University

UNITED STATES

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Chris Jones

Professor

University of Leeds

UNITED KINGDOM

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Rainer Hollerbach

Professor

University of Leeds

UNITED KINGDOM

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Gordon I Ogilvie

University of Cambridge

UNITED KINGDOM

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Frank Stefani

Head

Helmholtz-Zentrum Dresden-Rossendorf

GERMANY

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Martin Dominik

University of St. Andrews

UNITED KINGDOM

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Adrian Barker

Research Interests

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About

Recent Grants

Articles (20)

Interplay between tidal flows and magnetic fields in non-linear simulations of stellar and planetary convective envelopes

The orbit of WASP-4 b is in decay

An Efficient Tidal Dissipation Mechanism via Stellar Magnetic Fields

Local stability of differential rotation in magnetized radiation zones and the solar tachocline

Dynamo action driven by precessional turbulence

Predicting the Slowing of Stellar Differential Rotation by Instability-driven Turbulence

Tidal Dissipation in Stably Stratified and Semiconvective Regions of Rotating Giant Planets: Incorporating Coriolis Forces

Linear and non-linear properties of the Goldreich–Schubert–Fricke instability in stellar interiors with arbitrary local radial and latitudinal differential rotation

Tidal dissipation due to the elliptical instability and turbulent viscosity in convection zones in rotating giant planets and stars

Tidal Dissipation in Stratified and Semi-convective Regions of Giant Planets

Tidally excited gravity waves in the cores of solar-type stars: resonances and critical-layer formation

The interactions of the elliptical instability and convection

On the orbital decay of the gas giant Kepler-1658b

Tidal dissipation in rotating and evolving giant planets with application to exoplanet systems

Tidally Excited Inertial Waves in Stars and Planets: Exploring the Frequency-dependent and Averaged Dissipation with Nonlinear Simulations

Interplay between geostrophic vortices and inertial waves in precession-driven turbulence

The effects of non-linearities on tidal flows in the convective envelopes of rotating stars and planets in exoplanetary systems

A search for transit timing variations in the HATS-18 planetary system

Tidal Dissipation Due to Inertial Waves Can Explain the Circularization Periods of Solar-type Binaries

Non-linear tidal excitation of superharmonic gravity waves in main-sequence stars in binary and exoplanetary systems

Collaborators (9)

Dimitri Veras

John Southworth

Tobias C. Hinse

Daniel Lecoanet

Chris Jones

Rainer Hollerbach

Gordon I Ogilvie

Frank Stefani

Martin Dominik

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