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This is the first course of a two-part series, which studies the conservation equations of dynamic fluid systems
with emphasis on integral methods and applications to flow analysis of thermal hydraulic systems. Part two of the
course focuses on the analysis of viscous flow systems and the dynamics and thermodynamics of compressible
fluid flow.
Course Objectives and Outcomes
The primary goal of this course is for the students to become comfortable and competent in developing working equations
for engineering problems involving fundamental aspects of fluid mechanics. By the end of the course, students will be able
to identify and solve engineering problems involving fluids at rest as well as fluids in motion. A working knowledge of the
fundamental aspects of fluid motion, the properties of Newtonian fluids, flow regimes, pressure variations in fluids, and the
mathematical descriptions and analysis of fluid motion will be developed. The communication of technical information and
cooperation will be emphasized during in-class group activities.
Course Syllabus
Date
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Topic
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Homework
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Jan 9
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Introduction
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Jan 11
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Streamlines
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Hwk 1 out
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Jan 16
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Introduction to Fluid Statics
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Jan 18
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Hydrostatic Pressure
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Hwk 1 in
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Jan 23
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Manometry and Multiple Density Problems
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Hwk 2 out
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Jan 25
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Hydrostatic Force Calculations on Plane Surfaces
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Jan 30
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Non-Planar Surfaces and Buoyancy
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Hwk 2 in
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Feb 1
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Introduction to Control Volumes
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Hwk 3 out
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Feb 6
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Reynolds Transport Theorem
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Feb 8
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Integral Conservation of Mass
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Hwk 3 in
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Feb 13
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Integral Conservation of Linear Momentum
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Hwk 4 out
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Feb 15
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Integral Conservation of Linear Momentum
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Feb 20
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Non-Inertial Reference Frames
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Hwk 4 in
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Feb 22
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Integral Energy Equation
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Feb 27
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Midterm Examination
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Mar 1
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Go Over Midterm
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Mar 13
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Bernoulli Equation
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Hwk 5 out
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Mar 15
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Using Bernoulli's Equation
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Mar 20
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Pressure Flow and Measurement
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Hwk 5 in
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Mar 22
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Differential Equations of Mass Conservation
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Hwk 6 out
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Mar 27
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Differential Equations of Linear Momentum
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Mar 29
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Newtonian Fluid Navier-Stokes Equations
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Hwk 6 in
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Apr 3
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Incompressible Thin Film Viscous Flows
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Hwk 7 out
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Apr 10
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Stream Functions
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Apr 12
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Dimensional Analysis
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Hwk 7 in
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Apr 17
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Buckingham Pi Theorem
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Hwk 8 out
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Apr 19
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Non-Dimensionalization of the Basic Equations
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Apr 19
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Modeling and Similitude
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Hwk 8 in
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Apr 24
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Review
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May 1
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Final Exam 12:30-2:30PM
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Course Policy
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Professor:
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Greg Sawyer
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Office:
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309 NSC
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Telephone:
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(352) 392-8488
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E-Mail:
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wgsawyer@ufl.edu
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Office Hours:
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W 8:30 - 10:30 AM
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Class Hours:
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T, Th 3:00-3:50 PM
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Textbook (Required)
Fluid Mechanics 4th Edition
Frank M. White.
ISBN# 0-07-069716-7
McGraw-Hill
The Software, which accompanies some versions of this text, will not be used in this course
Prerequisites
EGM 3400 or 3401; EML 3100
Website and Message Board
http://www.me.ufl.edu/tribology
Homework
Eight homework sets will be assigned and graded. At least one week is given for the completion of a homework set.
The purpose of the homework is to aid in learning the material. To this end some collaboration among students in
preparing the homework is acceptable. However, in the main, the work should be primarily yours. In an effort to
increase the value of the homework, solutions will be posted on the internet the day after it is due and discussed in
the next available class period. Because of this tight timeline, late homework will not be accepted.
Exams
There will be two tests, a midterm and a final examination; these tests are open notes closed text.
Grading
Homework is 25%, the midterm exam is 35%, and the final exam is 40%.
Attendance and Class Participation
I consider attendance mandatory, and good class participation will be given consideration during the determining
of final grades.
Academic Integrity
Following the recommendation of the Dean of Students, I include a statement on this topic. As is understood by
the vast majority of students, our basic relationship is based on trust; I have not encountered a problem in this
area. Please familiarize yourself with the Student Guide, the honor code, and the implied pledge - which accompanies
all work submitted for credit.
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