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Kinematic simulation of turbulent flow and particle motions
(University of CambridgePeterhouse, 1990-05-08)
This thesis describes a new method for simulating high Reynolds number turbulence which requires much less computing power. This involved both theoretical work - to understand and model the important processes - and ...
Vortices and Rossby-wave radiation on the beta-plane
(University of CambridgeQueens' CollegeDepartment of Applied Mathematics and Theoretical Physics, 1996-11-19)
The Earth’s atmosphere and oceans contain strongly swirling coherent structures.
The sphericity of the Earth’s surface, which may be modelled by the beta-effect, is responsible for the motion of these vortices, and also ...
The Effect of a Group of Obstacles on a Flow and Dispersion over a Surface
(University of CambridgeKing's College, 1996-06-18)
In this thesis we develop analytical models for boundary layer flow through a two dimensional group of obstacles , based on the "distributed force" model. An array of
obstacles is represented as a region without solid ...
Dynamics of buoyant releases in confined spaces.
(University of CambridgeDepartment of Applied Mathematics and Theoretical Physics, 1992-01-28)
The flows that may result from the release of a buoyant fluid from a small source in a confined space are varied and complex, depending on the source characteristics, the confining geometry and container ventilation. ...
Geometric algebra and its application to mathematical physics
(University of CambridgeDepartment of Applied Mathematics and Theoretical Physics, 1994)
The quasi-fixed Minimal Supersymmetric Standard Model
(Physics Letters, Section B: Nuclear, Elementary Particle and High-Energy Physics, 1997-12-25)
Crystallization and melting in geological fluid mechanics
(University of CambridgeDepartment of Applied Mathematics and Theoretical Physics, 1991-07-12)
BRST quantisation and finite temperature field theory
(University of CambridgeDepartment of Applied Mathematics & Theoretical Physics, 1996-01-30)
Geometry of monopoles and domain walls
(University of CambridgeDepartment of Applied Mathematics & Theoretical Physics, 1999-05-04)