Dr Peter Stokes ~ Postdoctoral Research Fellow, Positrons in Biosystems

Teaching

• PH2002: Classical Mechanics and Quantum Physics 1 (Level 2; TSV)
• PH3008: Statistical Mechanics and Transport (Level 3; TSV)

Research Disciplines

• Nuclear and plasma physics (5106)
• Atomic, molecular and optical physics (5102)
• Particle and high energy physics (5107)

Socio-Economic Objectives

• Expanding knowledge (2801)

These are the most recent publications associated with this author. To see a detailed profile of all publications stored at JCU, visit ResearchOnline@JCU. Hover over Altmetrics badges to see social impact.

Journal Articles

• McEachran R, Marinkovi? B, García G, White R, Stokes P, Jones D and Brunger M (2020) Integral cross Sections for electron-zinc scattering over a broad energy range (0.01-5000 eV). Journal of Physical and Chemical Reference Data, 49 (1), Article: 013102, DOI:10.1063/1.5135573.
• Stokes P, Casey M, Cocks D, De Urquijo J, Garcia G, Brunger M and White R (2020) Self-consistent electron-THF cross sections derived using data-driven swarm analysis with a neural network model. Plasma Sources Science and Technology, 29 (10), Article: 105008, DOI:10.1088/1361-6595/abb4f6.
• Stokes P, Cocks D, Brunger M and White R (2020) Determining cross sections from transport coefficients using deep neural networks. Plasma Sources Science and Technology, 29 (5), Article: 055009, DOI:10.1088/1361-6595/ab85b6.
• Blanco F, Garcia G, McEachran R, Stokes P, White R and Brunger M (2019) Positron scattering from gas-phase beryllium and magnesium: theory, recommended cross sections, and transport simulations. Journal of Physical and Chemical Reference Data, 48 (3), Article: 033103, DOI:10.1063/1.5115353.
• McEachran R, Blanco F, Garcia G, Stokes P, White R and Brunger M (2018) Integral cross sections for electron-magnesium scattering over a broad energy range (0-5000 eV). Journal of Physical and Chemical Reference Data, 47 (4), Article: 043104, DOI:10.1063/1.5081132.
• Stokes P, Simonovi? I, Philippa B, Cocks D, Dujko S and White R (2018) Third-order transport coefficients for localised and delocalised charged-particle transport. Scientific Reports, 8, DOI:10.1038/s41598-018-19711-5.
• White R, Cocks D, Boyle G, Casey M, Garland N, Konovalov D, Philippa B, Stokes P, de Urquijo J, González-Magaña O, McEachran R, Buckman S, Brunger M, Garcia G, Dujko S and Petrovic Z (2018) Electron transport in biomolecular gaseous and liquid systems: theory, experiment and self-consistent cross-sections. Plasma Sources Science and Technology, 27 (5), DOI:10.1088/1361-6595/aabdd7.
• Stokes P, Philippa B, Cocks D and White R (2017) Generalized balance equations for charged particle transport via localized and delocalized states: mobility, generalized Einstein relations, and fractional transport. Physical Review E (statistical, nonlinear, biological, and soft matter physics), 95 (4), Article: 042119, DOI:10.1103/PhysRevE.95.042119.
• Stokes P, Philippa B, Cocks D and White R (2016) Solution of a generalized Boltzmann's equation for nonequilibrium charged-particle transport via localized and delocalized states. Physical Review E (Statistical, Nonlinear, and Soft Matter Physics), 93, Article: 032119, DOI:10.1103/PhysRevE.93.032119.
• Stokes P, Philippa B, Read W and White R (2015) Efficient numerical solution of the time fractional diffusion equation by mapping from its Brownian counterpart. Journal of Computational Physics, 282, pp. 334-344, DOI:10.1016/j.jcp.2014.11.023.

Other research outputs

• Cocks D, Boyle G, Casey M, Garland N, Konovalov D, Stokes P, Brunger M, Buckman S, De Urquijo J, Dujko S, Garcia G, McEachran R, Petrovic Z and White R (2016) Transport of charged particles in gaseous and liquid systems: theory, experiment and self-consistent cross section sets. International Conference on Gas Discharges and their Applications. In: GD2016: 21st International Conference on Gas Discharges and their Applications, 11-16 September 2016, Nagoya, Japan

The map shows research collaborations by institution from the past 7 years.
Note: Map points are indicative of the countries or states that institutions are associated with.