Title: | |||||||||||||||||||
Institution: | |||||||||||||||||||
Level: |
|||||||||||||||||||
Description: | |||||||||||||||||||
Flow kinematics: Analysis of relative motion near a point, velocity distribution for specified rate of expansion and velocity, condition for irrotational solenoidal flows. Flow lines, circulation, velocity, stream and vortex tubes, kinematics of vortex lines. Ideal-Fluid Flows: Kelvin's theorem, Bernoulli equation, Two-dimensional flows 0 Stream function, complex potential, sources, sinks, doublets, flow past a circular cylinder, circle theorem, Blasius theorem, method of images, Joukowski transformation, motion around ecliptic cylinder, elements of airfoil theory. Axisymmetric flows: Stoke's stream function, sources, sinks, doublets, flow past a sphere, Rankine bodies, d'Alembert's paradox. Surface waves: Surface wave problem, small aplitude approximation, shallow-water theory, travelling and standing waves on interface. Text: Currie, I.G. Fundamental Mechanics of Fluids, McGraw-Hill. Assessment is by assignments and examination. Programmes for which this course is required or in which it can be included: Bachelor of Science Honours in Education/Mathematics. | |||||||||||||||||||
Languages: |
|||||||||||||||||||
Media and methods employed: | |||||||||||||||||||
Administrative information: | |||||||||||||||||||
Classification: |
070315 CALCULUS, ANALYSIS, DYNAMICS | ||||||||||||||||||
Date: | 01 September 1992 bb
Source: COSIT Brochure |
© 1999 International Centre for Distance Learning, The Open University