38 research outputs found
Jan Snyman papers
Biographical history and context: Professor Jan Snyman spent most of his life researching the lesser known and marginalised San languages of Botswana and South West Africa (now Namibia). Together with O. Kohler, E. Westphal and A. Traill, he pioneered linguistic studies on these endangered languages of Africa. He contributed significantly in collection of the data that helped classify and understand the grammar of San languages. Snyman also wrote several grammars in the form of monographs and notes on these languages. By the time he died, in 2002, a draft for the Tshwaa and Kua languages had been completed. Content: Linguistic, phonetics and orthography research materials including fonts for phonetic languages. Covering dates: 1967-200
Optimal mixing of multiple reacting jets in a gas turbine combustor
Paper presented at the 6th International Conference on Heat Transfer, Fluid Mechanics and Thermodynamics, South Africa, 30 June - 2 July, 2008.This paper addresses the design optimisation methodology
used to optimise a gas turbine combustor exit temperature
profile. The methodology uses computational fluid dynamics
and mathematical optimisation to optimise the combustor exit
temperature profile. The studies from which the results were
derived, investigated geometric variations of a complex
three-dimensional flow field in a gas turbine combustor. The
variation of geometric parameters impacts on mixing
effectiveness, of which the combustor exit temperature
profile is a function. The combustor in this study is an
experimental liquid-fuelled atmospheric combustor with a
turbulent diffusion flame. The computational fluid dynamics
simulations use the Fluent code with a standard k-ε model.
The optimisation is carried out with the Dynamic-Q
algorithm, which is specifically designed to handle
constrained problems where the objective and constraint
functions are expensive to evaluate. All the optimisation
cases investigated led to an improved combustor exit
temperature profile as compared to the original one.vk201
n Ondersoek na die invloed wat omgewingstoestande uitoefen op die verwering van merinowol
Proefskrif (M. Sc. Agric.) -- Universiteit van Stellenbosch, 1960.Full text to be digitised and attached to bibliographic record
Practical mathematical optimization: an introduction to basic optimization theory and classical and new gradient-based algorithms
Growth factors influencing the morphological structure, the chemical composition and the physical parameters of wool
Thesis (DScAgric) -- University of Stellenbosch, 1965.Full text to be digitised and attached to bibliographic record
Practical mathematical optimazation: an introduction to basic optimazation theory and classical and new gradient- based algorithms
A strongly interacting dynamic particle swarm optimization method
A novel dynamic interacting particle swarm (DYN-PSO) is proposed. The algorithm can be considered to be the synthesis of two established trajectory methods for unconstrained minimization. In the new method, the minimization of a function is achieved through the dynamic motion of a strongly interacting particle swarm, where each particle in the swarm is
simultaneously attracted by all other particles located at positions of lower function value. The force of attraction experienced by a particle at higher function value due to a particle at a lower function value is equal to the difference between the respective function values divided by their stochastically perturbed position difference. The resultant motion of the particles under the influence of
the attracting forces is computed by solving the associated equations of motion numerically. An energy dissipation strategy is applied to each particle. The specific chosen force law and the dissipation strategy result in the rapid collapse (convergence) of the swarm to a stationary point. Numerical results show that, in comparison to the standard particle swarm algorithm, the proposed DYN-PSO algorithm is promising
Practical mathematical optimization: basic optimization theory and gradient-based algorithms
This textbook presents a wide range of tools for a course in mathematical optimization for upper undergraduate and graduate students in mathematics, engineering, computer science, and other applied sciences. Basic optimization principles are presented with emphasis on gradient-based numerical optimization strategies and algorithms for solving both smooth and noisy discontinuous optimization problems. Attention is also paid to the difficulties of expense of function evaluations and the existence of multiple minima that often unnecessarily inhibit the use of gradient-based methods. This second edition addresses further advancements of gradient-only optimization strategies to handle discontinuities in objective functions. New chapters discuss the construction of surrogate models as well as new gradient-only solution strategies and numerical optimization using Python. A special Python module is electronically available (via springerlink) that makes the new algorithms featured in the text easily accessible and directly applicable. Numerical examples and exercises are included to encourage senior- to graduate-level students to plan, execute, and reflect on numerical investigations. By gaining a deep understanding of the conceptual material presented, students, scientists, and engineers will be able to develop systematic and scientific numerical investigative skills.
Optimization of gas turbine combustor mixing for improved exit temperature profile
In this article, a design optimization technique for mixing in a gas turbine combustor is presented. The technique entails
the use of computational fluid dynamics and mathematical optimization to optimize the combustor exit temperature profile.
Combustor geometric parameters were used as optimization design variables. This work does not intend to suggest that
combustor exit temperature profile is the only performance parameter important for the design of gas turbine combustors.
However, it is a key parameter of an optimized combustor that is related to the power output and durability of the turbine.
The combustor in this study is an experimental liquid-fuelled atmospheric combustor with a turbulent diffusion flame. The
computational fluid dynamics simulations use a standard k-ε model. The optimization is carried out with the Dynamic-Q
algorithm, which is specifically designed to handle constrained problems where the objective and constraint functions are
expensive to evaluate. The optimization leads to a more uniform combustor exit temperature profile than with the original
one
A study of the feasibility of using mathematical optimisation to minimize the temperature in a smelter pot room
Health hazards arise in large industrial workshops (such as aluminium pot rooms) due to the production of heat by the process equipment inside these workshops, which leads to high temperatures around these pieces of equipment. The heat production is sometimes accompanied by the release of polluting gases and dust particles that are dispersed throughout the workshop. The only large-scale and cost-effective way to ventilate these workshops is through natural ventilation. The effectiveness of the ventilation depends on the architectural shape of the building, the heat source locations and the openings of the windows, louvers and/or roof ventilators through which the air is allowed to enter and exit. This paper describes the investigation into the feasibility of using mathematical optimisation to determine the ideal window slat angles for different prevailing wind conditions. The proposed optimisation methodology employs computational fluid dynamics software (FLUENT), coupled to a computationally economic optimisation algorithm (Dynamic-Q) to determine the optimum slat angles to minimise the maximum temperature. The results of this feasibility study on a large-scale aluminium smelter pot room in Inota, Hungary, show that this is a viable methodology to determine the optimum inlet configuration