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WESEECO LLC :: Fluid Mechanics

Fluid Mechanics
Interfacial Engineering Series
Authors: D. Fennell Evans, Professor Emeritus, Chemical Engineering and Materials Science, University of Minnesota; Vaughn R. Voller, Professor, Civil Engineering, University of Minnesota

Fluid Mechanics 

Details
Course contents
Presentation of fundamental concepts and solved problems of an introductory course, generally given to engineering students at the sophomore or junior level. Learning is enhanced through the use of goal statements, graphics, animations interactive exercises. Problem solutions and derivations are illustrated step by step.
More information is available by clicking on 'Course contents' to the right, and at the bottom of this page.
 

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Course contents include: Archimedes' principle, Bernoulli equation, Bingham plastic, Boundary layer, Buckingham Pi theorem, Buoyancy, Cavitation, Compressible flow, Control volume, Darcy friction factor, Dilatant fluid, Drag force, Dynamic similarity, EGL, Energy gradeline, Euler equation, Euler number, Fluid statics, Fronde number, Gauge pressure, Geometric similarity, HGL, Hydraulic gradeline, Hydrostatics, Incompressible flow, Irrotational flow, Kinetic similarity, Laminar flow, LaPlace equation, Lift force, Mach number, Manometers, Mechanical energy equation, Metacenter, Moody chart, Navier-Stokes Equation, Newtonian fluid, Non-Newtonian fluid, Orifice meter, Path line, Piezometric head, Poiseuille equation, Potential function, Prandtl Number, Rankine body, Reynold's transport theorem, Reynolds number, Rotameter, Rotational flow, Shear, Similitude, Stagnation pressure, Streak line, Stream function, Streamline, Stress, Turbulence, Turbulent flow, Velocity profile, Viscous flow, viscosity, Vortex, Vorticity, Weber number  

 
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Supported in part by funding from the National Science Foundation's Engineering Research Centers Division to the Center for Interfacial Engineering, University of Minnesota Supported in part by the NSF

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