Hydrostatics, Control Volume and The Integral Form of Conservation Laws (mass, Linear Momentum, and Energy), Bernoulli Equation, Differential Form of The Conservation Laws (continuity And Navierstokes Equations), Boundary Conditions, Particular Solutions Of The Navier-stokes Equations# Potential Flow.

Faculty: Civil and Environmental Engineering
|Undergraduate Studies

Pre-required courses

(14104 - Strength of Materials 1 and 104004 - Differential and Integral Calculus 2 and 104019 - Linear Algebra M and 114051 - Physics 1) or (14104 - Strength of Materials 1 and 104004 - Differential and Integral Calculus 2 and 104019 - Linear Algebra M and 114071 - Physics 1m) or (14104 - Strength of Materials 1 and 104004 - Differential and Integral Calculus 2 and 104019 - Linear Algebra M and 114077 - Physics 1l)


Parallel course

104131 - Ordinary Differential Equations/h 104213 - Differential Equations For Mechanical Engineering


Course with no extra credit

14214 - Fundamental Fluid Mechanics 14955 - Introduction to Fluid Mechanics 54203 - Principles of Chemical Engineering 1m 54480 - Principles of Chemical Engineering 1h 74133 - Introduction to Fluid Mechanics


Course with no extra credit (contained)

14203 - Fluid Mechanics


Semestrial Information