Global ETD Search

131	A rigorous numerical method in infinite dimensions Day, Sarah 08 1900 (has links) No description available. Differentiable dynamical systems Numerical analysis
132	Space curves generated by iterated function systems Massopust, Peter Robert 08 1900 (has links) No description available. Numerical analysis Iterative methods (Mathematics)
133	Numerical Treatment of Non-Linear singular pertubation problems. Shikongo, Albert. January 2007 (has links) <p>This thesis deals with the design and implementation of some novel numerical methods for non-linear singular pertubations problems (NSPPs). It provide a survey of asymptotic and numerical methods for some NSPPs in the past decade. By considering two test problems, rigorous asymptotic analysis is carried out. Based on this analysis, suitable numerical methods are designed, analyzed and implemented in order to have some relevant results of physical importance. Since the asymptotic analysis provides only qualitative information, the focus is more on the numerical analysis of the problem which provides the quantitative information.</p> Numerical Linear Algebra Numerical Analysis.
134	Two-dimensional numerical simulation of casting solidification with heat pipe controlled boundary conditions Wells, Kevin John 05 1900 (has links) No description available. Heat Transmission Numerical analysis Solidification
135	Efficient numerical methods for obtaining and tracking minimum time trajectories of dynamical systems Driessen, Brian J. 05 1900 (has links) No description available. Numerical analysis Differentiable dynamical systems
136	Simulations of Surfactant Driven Thin Film Flow Kumar, Shreyas 01 January 2013 (has links) This thesis is intended to fulfill the requirements of the Math and Physics departments at Harvey Mudd College. We begin with a brief introduction to the study of surfactant dynamics followed by some background on the experimental framework our work is related to. We then go through a derivation of the model we use, and explore in depth the nature of the Equation of State (EoS), the relationship between the surface tension on a fluid and the surfactant concentration. We consider the effect of using an empirical equation of state on the results of the simulations and compare the new results against the results produced using a multilayer (EoS) as well as experimental observations. We find that the empirical EoS leads to two new behaviors - preserving of large gradients of surfactant concentration and the occurrence of dynamics in distinct regimes. These behaviors suggest that the empirical EoS improves the agreement of the model’s prediction with experiment. Fluid Dynamics Numerical Analysis and Computation
137	Reinforced concrete slab elements under bending and twisting moments Lodi, Sarosh Hashmat January 1997 (has links) No description available. 624.1 Yield criterion; Numerical analysis
138	Numerical Treatment of Non-Linear singular pertubation problems. Shikongo, Albert. January 2007 (has links) <p>This thesis deals with the design and implementation of some novel numerical methods for non-linear singular pertubations problems (NSPPs). It provide a survey of asymptotic and numerical methods for some NSPPs in the past decade. By considering two test problems, rigorous asymptotic analysis is carried out. Based on this analysis, suitable numerical methods are designed, analyzed and implemented in order to have some relevant results of physical importance. Since the asymptotic analysis provides only qualitative information, the focus is more on the numerical analysis of the problem which provides the quantitative information.</p> Numerical Linear Algebra Numerical Analysis.
139	Modifications to the SIMPLE method for buoyancy-driven flows / Sheng, Yi Qian. January 1999 (has links) Thesis (Ph.D.) -- McMaster University, 1999. / Includes bibliographical references (leaves 107-112). Also available via World Wide Web.
140	An investigation of the game of poker by computer based analysis / Risticz, Alexander. January 1973 (has links) (PDF) Thesis (Ph.D.) -- University of Adelaide, Dept. of Computing Science, 1974. Poker Game theory. Numerical analysis.

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