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D-Index & Metrics

Mathematics

D-Index
37
Citations
9182
World Ranking
2429
National Ranking
159

Research.com Recognitions

  • 1989 - Fellow of the Royal Society of Edinburgh
  • 1987 - Fellow of the Royal Society, United Kingdom

Overview

Oliver Penrose is affiliated with Heriot-Watt University in the United Kingdom. The research focuses primarily on fields within physics and related sciences, with significant emphasis on Statistical and Nonlinear Physics alongside interdisciplinary contributions in Physiology, Atomic and Molecular Physics and Optics, Atmospheric Science, and Computational Mechanics.

The scientist's notable recent publication is titled Microscopic Irreversibility: Looking for a Microscopic Description of Time Asymmetry, published in 2020 in the Journal of Statistical Physics. This work contributes to ongoing discussions in thermodynamics and statistical mechanics, exploring fundamental questions about time asymmetry at the microscopic scale.

Frequent collaborators include Joel L. Lebowitz, with whom research cooperation has been documented. Publications have appeared primarily in the Journal of Statistical Physics, indicating a focused engagement with that journal's scope.

Oliver Penrose's main areas of study span three disciplines:

  • Physics and Astronomy
  • Medicine
  • Earth and Planetary Sciences

These areas are further detailed into subfields reflecting multidisciplinary expertise:

  • Statistical and Nonlinear Physics
  • Physiology
  • Atomic and Molecular Physics, and Optics
  • Atmospheric Science
  • Computational Mechanics

The scientific topics addressed in the research include:

  • Biofield Effects and Biophysics
  • Quantum Mechanics and Applications
  • Scientific Research and Discoveries
  • Advanced Thermodynamics and Statistical Mechanics
  • Nanoparticles Nucleation Surface Interactions
  • Field-Flow Fractionation Techniques

Oliver Penrose has been recognized as a Fellow of the Royal Society of Edinburgh since 1989 and a Fellow of the Royal Society, United Kingdom, since 1987. These distinctions indicate an acknowledgment of contributions within the scientific community relevant to these academies.

Best Publications

  • Bose-Einstein Condensation and Liquid Helium

    Oliver Penrose;Lars Onsager

  • Thermodynamically consistent models of phase-field type for the kinetics of phase transitions

    O. Penrose;P. C. Fife

  • Rigorous Treatment of the Van Der Waals-Maxwell Theory of the Liquid-Vapor Transition

    J. L. Lebowitz;O. Penrose

  • Electrostatic Instabilities of a Uniform Non‐Maxwellian Plasma

    Oliver Penrose

  • Foundations of statistical mechanics

    O Penrose

  • The Becker-Döring cluster equations: basic properties and asymptotic behaviour of solutions

    J. M. Ball;J. Carr;O. Penrose

  • Modern ergodic theory

    Joel L. Lebowitz;Oliver Penrose

  • Rigorous treatment of metastable states in the van der Waals-Maxwell theory

    O. Penrose;O. Penrose;J. L. Lebowitz

  • Modelling of Phase Separation in Alloys with Coherent Elastic Misfit

    Peter Fratzl;Oliver Penrose;Joel L. Lebowitz

  • Foundations of Statistical Mechanics: A Deductive Treatment

    O. Penrose

  • Convergence of Fugacity Expansions for Fluids and Lattice Gases

    Oliver Penrose

  • Convergence of virial expansions

    Joel Lebowitz;O. Penrose;O. Penrose

  • Analytic and clustering properties of thermodynamic functions and distribution functions for classical lattice and continuum systems

    J. L. Lebowitz;O. Penrose;O. Penrose

  • The Becker-Döring equations at large times and their connection with the LSW theory of coarsening

    O. Penrose

  • On the relation between the standard phase-field model and a “thermodynamically consistent” phase-field model

    Oliver Penrose;Paul C. Fife

  • Scaling functions, self-similarity, and the morphology of phase-separating systems

    P. Fratzl;P. Fratzl;JL Lebowitz;O Penrose;J Amar

  • Towards a rigorous molecular theory of metastability

    O. Penrose;Joel L. Lebowitz

  • Metastable states for the Becker-Döring cluster equations

    Oliver Penrose

  • Interfacial dynamics for thermodynamically consistent phase-field models with nonconserved order parameter

    Paul C. Fife;Oliver Penrose

  • Convergence of Fugacity Expansions for Classical Systems

    O. Penrose

  • Kinetics of an Order-Disorder Transition

    M. K. Phani;Joel L. Lebowitz;M. H. Kalos;O. Penrose

Frequent Co-Authors

Joel L. Lebowitz
Joel L. Lebowitz Rutgers, The State University of New Jersey
Peter Fratzl
Peter Fratzl Max Planck Society
Paul C. Fife
Paul C. Fife University of Utah
Peter V. Coveney
Peter V. Coveney University College London
John W. Cahn
John W. Cahn National Institute of Standards and Technology
George Stell
George Stell Stony Brook University
Mathew D. Penrose
Mathew D. Penrose University of Bath
John M. Ball
John M. Ball University of Oxford
Benedict Leimkuhler
Benedict Leimkuhler University of Edinburgh

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