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Dataset for the Southampton doctoral thesis: Computational Modelling of Particle Tribocharging in Small, High-Speed Cyclones

Dataset for the Southampton doctoral thesis: Computational Modelling of Particle Tribocharging in Small, High-Speed Cyclones
Dataset for the Southampton doctoral thesis: Computational Modelling of Particle Tribocharging in Small, High-Speed Cyclones
Dataset supports the thesis: Computational Modelling of Particle Tribocharging in Small, High-Speed Cyclones. DESCRIPTION OF THE DATA Various python scripts and a C source file for Lagrangian particle tracking and the Eulerian particle model. Python code written in Python 3 and uses standard modules from an Anaconda package installation. This dataset contains: 2dtg_particles.py - A python script for Lagrangian particle tracking in a 2d Taylor-Green flow field. brownian_motion.py - A python script validating a Brownian motion particle model against an analytical solution. cash_rk45.py - A python script containing an embedded Runga-Kutta 4/5 scheme. cunningham_slip.py - A python script which computes the Cunningham Slip Correction Factor for a spherical particle. fvm_2d.py - A python script containing a 2D finite-volume method solver for the Eulerian particle model in a 2D Talor-Green flow field. hertzian.c - A C file which calculates the trajectories of 2 particles colliding assuming a Hertzian collision. hertzian_integral.py - A python script which numerically evaluates the Hertzian integral. rankine_vortex.py - A python script which computes and plots an ideal Rankine vortex. source_sympy.py - A python script which uses symbolic algebra to check the source term maths is correct. test_fvm_2d.py - A python script containing unit tests for fvm_2d.py. test_hertzian.py - A python script containing tests for hertzian.c.
CFD, Eulerian, Lagrangian
University of Southampton
Powell, Daniel
4cea6004-f356-41bc-a831-4143ec35ed29
Powell, Daniel
4cea6004-f356-41bc-a831-4143ec35ed29

Powell, Daniel (2022) Dataset for the Southampton doctoral thesis: Computational Modelling of Particle Tribocharging in Small, High-Speed Cyclones. University of Southampton doi:10.5258/SOTON/D2227 [Dataset]

Record type: Dataset

Abstract

Dataset supports the thesis: Computational Modelling of Particle Tribocharging in Small, High-Speed Cyclones. DESCRIPTION OF THE DATA Various python scripts and a C source file for Lagrangian particle tracking and the Eulerian particle model. Python code written in Python 3 and uses standard modules from an Anaconda package installation. This dataset contains: 2dtg_particles.py - A python script for Lagrangian particle tracking in a 2d Taylor-Green flow field. brownian_motion.py - A python script validating a Brownian motion particle model against an analytical solution. cash_rk45.py - A python script containing an embedded Runga-Kutta 4/5 scheme. cunningham_slip.py - A python script which computes the Cunningham Slip Correction Factor for a spherical particle. fvm_2d.py - A python script containing a 2D finite-volume method solver for the Eulerian particle model in a 2D Talor-Green flow field. hertzian.c - A C file which calculates the trajectories of 2 particles colliding assuming a Hertzian collision. hertzian_integral.py - A python script which numerically evaluates the Hertzian integral. rankine_vortex.py - A python script which computes and plots an ideal Rankine vortex. source_sympy.py - A python script which uses symbolic algebra to check the source term maths is correct. test_fvm_2d.py - A python script containing unit tests for fvm_2d.py. test_hertzian.py - A python script containing tests for hertzian.c.

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thesis_readme.txt - Text
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2dtg_particles.py - Text
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brownian_motion.py - Text
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cash_rk45.py - Text
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cunningham_slip.py - Text
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fvm_2d.py - Text
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hertzian_integral.py - Text
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rankine_vortex.py - Text
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Published date: 2022
Related URLs:
Keywords: CFD, Eulerian, Lagrangian

Identifiers

Local EPrints ID: 472876
URI: http://eprints.soton.ac.uk/id/eprint/472876
DOI: doi:10.5258/SOTON/D2227
PURE UUID: b63014f8-0da1-4770-95d7-72ff30890704

Catalogue record

Date deposited: 20 Dec 2022 17:56
Last modified: 05 May 2023 19:39

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Contributors

Creator: Daniel Powell

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