What Are the Topics Covered in CIVE1400: Fluid Mechanics?

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SUMMARY

The CIVE1400: Fluid Mechanics course covers essential topics in fluid dynamics, including the Navier-Stokes equations, boundary layer theory, and turbulence. Key references include Tritton's "Physical Fluid Dynamics" and Schlichting's "Boundary Layer Theory." The course emphasizes both theoretical and practical aspects, such as heat and mass transfer, and the behavior of fluids under various conditions, including low and high Reynolds number flows. Lectures are structured to provide a comprehensive understanding of fluid mechanics principles and their applications in engineering.

PREREQUISITES
  • Understanding of classical mechanics as applied to fluids
  • Familiarity with the Navier-Stokes equations
  • Knowledge of boundary layer theory and its implications
  • Basic concepts of turbulence and flow regimes
NEXT STEPS
  • Study the derivation and applications of the Navier-Stokes equations
  • Explore boundary layer approximations and their significance in fluid dynamics
  • Investigate turbulence phenomena and their impact on fluid flow
  • Examine heat and mass transfer principles in boundary layers
USEFUL FOR

This discussion is beneficial for civil engineering students, fluid mechanics researchers, and professionals involved in hydraulic engineering and fluid dynamics applications.

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http://www.see.ed.ac.uk/~johnc/teaching/fluidmechanics4/2003-04/fluids3/syllabus.html#syl3

Nice set - but parts seem to be missing

Introduction. Experimental observations. definitions: fluid as a continuum, streamlines, streamtubes, particle paths, streaklines, circulation, vorticity. Frames of reference and co-ordinate systems - Tritton 1,2,3,5 &6, Rouse 2, WWW 1,3,12
Link to lecture 1

Classical mechanics applied to fluids. Continuity, Incompressibility, Vector notation, Material derivative operator, acceleration vector, (rate of strain tensor, stress tensor, isotropic and deviatoric stresses) - Tritton 5, 6, Bird 3, Kay 12, WWW 4,5,7, Schlichting 3,4,5 (references also apply to next lectures)
Link to lecture 2

Navier Stokes equations, Boundary conditions; importance of Reynolds number - Tritton 7, Schlichting 4, WWW 7,9,11
Link to lecture 3

Low Re flows; Creeping flow approximation; Poiseuille and Couette flows and Stokes flow past a sphere - Tritton 8,9, Schlichting 1,5,6, WWW 12
Link to lecture 4

High Re flows; difficulties in simplifying Navier Stokes equations Euler's Equation - Tritton 8, Bird 4, WWW 9
Link to lecture 5

Potential flow: Velocity Potential and Stream functions, Cauchy-Riemann analysis, flow nets for steady 2D irrotational flow, lift, Kutta-Joukowski theorem, d'Alembert's paradox - Tritton 13, Rouse 28,40-44, Prandtl 2, WWW 10
Link to lecture 6

Boundary Layer Approximation; simplification of Navier Stokes Equation, Laminar and Turbulent Boundary Layers, exact (Blasius) treatment of laminar layer. Von Karman Momentum Integral Analysis, Boundary Layers over curved surfaces, Separation and reattachment; causes, control & effect on bulk flow - Tritton 11,12 Schlichting 2,7,8,9,14, Kay 13, WWW 12
Link to lecture 7

Heat and Mass Transfer through Boundary Layers, relations between heat, mass and momentum transfer across flow boundaries - Tritton 14, Schlichting 12, Bird 10,18, WWW 16,19,20,25,28,30
Link to lecture 8

Turbulence; phenomena, experiments, descriptions & theories, homogeneous isotropic turbulence, turbulent pipe flow, turbulence and mixing, Dimensional Analysis, Experimentation - Tritton 19,20,21,25, Schlichting 18-22,24, Bird 5,12,20, WWW 11,13,14, Harnby

Two phase flow; liquid-gas flow regimes in vertical and horizontal pipes, pressure drops - Holland 7
Link to lecture 10

References

Tritton D.J. "Physical Fluid Dynamics" Clarendon Press, Oxford. 2nd ed 1988
Welty, Wicks & Wilson "Fundamentals of Momentum, Heat and Mass transfer" Wiley 1984
Holland F.A. and Bragg R. "Fluid Flow for Chemical Engineers" Edward Arnold 2nd ed 1995
Bird, Stewart and Lightfoot "Transport Phenomena" Wiley 1960
Rouse H. "Advanced Mechanics of Fluids" Wiley 1959
Kay J.M. and Nedderman R.M. "Fluid Mechanics and Transfer Processes" C.U.P. 1985
Prandtl L. "Essentials of Fluid Dynamics" Blackie & Son 1952
Schlichting H. "Boundary Layer Theory" McGraw Hill 6th ed 1968
Harnby, Edwards and Nienow "Mixing in the Process Industries" Butterworths 1991
 
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Engineering news on Phys.org
School-wide Program on Fluid Mechanics
Modules on High Reynolds Number Flows
K. P. Burr, T. R. Akylas & C. C. Mei

CHAPTER ONE
RAYLEIGH PROBLEM - DIFFUSION OF VORTICITY DUE TO NO SLIP AT BOUNDARY
http://web.mit.edu/fluids-modules/www/highspeed_flows/ver2/bl_Chap1/node1.html

CHAPTER TWO
TWO-DIMENSIONAL LAMINAR BOUNDARY LAYERS
http://web.mit.edu/fluids-modules/www/highspeed_flows/ver2/bl_Chap2/bl_Chap2_h.html

High Speed Flows
http://web.mit.edu/fluids-modules/www/highspeed_flows/


Fluid Mechanics
http://web.mit.edu/fluids-modules/www/
 
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CIVE1400: Fluid Mechanics

http://www.efm.leeds.ac.uk/CIVE/CIVE1400/

Dr Andrew Sleigh & Dr Cath Noakes
Civil Engineering
University of Leeds

Introduction
Fluids and Their Properties
Statics
Dynamics
Real Fluids
Dimensional analysis
Worked examples
Some pictures
Past Examination Solutions
 

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