Course Overview
An introduction to hydraulics (including hydrostatics, fundamental flow and volume relationships) and solving simple, steady, pipe flow problems.
Prerequisite(s)
- Diploma or Degree in Engineering or Science.
Credits
1.0
- Retired
- This course has been retired and is no longer offered. Find other Flexible Learning courses that may interest you.
Learning Outcomes
- Solve hydrostatic problems involving plane surfaces.
- Explain the fundamental terminology and units of measurement in hydraulics.
- Calculate the pressure at any point in a body of liquid.
- Determine and draw the pressure diagram on any submerged plane surface of regular geometric shape.
- Calculate the total hydrostatic force on any submerged plane surface of regular geometric shape.
- Locate the center of pressure on any submerged plane surface of regular geometric shape.
- Solve buoyancy problems involving single objects and simple compound structures.
- Apply fundamentals of flow to the solution of water balance problems.
- Explain the fundamental relationships between velocity, flow rate, area, volume and time.
- Use the principles of continuity, incompressibility and other flow fundamentals to solve for unknown velocities, storage changes and flows in various water balance problems.
- Use Bernoulli's equation and the concept of total energy to solve single-pipe flow problems.
- Explain the three forms of hydraulic energy.
- Calculate the total energy at any point in a flowing liquid.
- Use Bernoulli's equation to solve for unknown pressure, flow rate or velocity in single-pipe flow problems.
- Solve single-pipe flow problems involving pipe friction losses.
- Explain the qualitative relationship between energy loss, liquid characteristics and pipe properties.
- Calculate pipe friction losses using the Hazen-Williams, Manning and Darcy-Weisbach equations.
- Solve single-pipe flow problems with unknown flow rate or diameter, including the effect of pipe friction losses.
- Solve single-pipe flow problems involving local losses.
- Determine local loss coefficients for pipe contraction, enlargement and various pipe fittings.
- Calculate local energy losses at various pipe fittings.
- Solve single-pipe flow problems involving unknown flow rate or diameter, including the effect of both local losses and pipe friction losses.
Effective as of Fall 2003
Programs and courses are subject to change without notice. Find out more about BCIT course cancellations.