Integrated Sequence Physics Chemistry Organic Biology
 Fluid MechanicsDensity and pressurePascal's law and the hydraulic pressArchimedes' principleThe flow of an ideal fluidContinuity of volume fluxBernoulli's LawThe flow of a real fluidViscosityTurbulent vs. laminar flowPoiseuille's Law

Web Resources

HyperPhysics - Archimedes' Principle

PY105 Notes - Pressure and buoyancy
Nice illustrated lecture notes discussing Density, Pressure, Pascal's Law, and Archimedes' Principle in an accessible way.

Monterey Institute - Buoyancy
Multimedia presentation.

University of Winnipeg - Buoyant Forces
Insightful discussion of problem solving with Archimedes' Principle.

HyperPhysics - The Cartesian Diver

click if a link is broken

 Special points of emphasis
 Newton's LawsFluid Mechanics Let us take a moment to connect another topic back from Fluid Mechanics to more basic mechanics. One of the skills you learn in the topic of Newton's Laws is how to construct free body diagrams. Within fluid mechanics, Archimedes' Law is an important context in which a good sense of the free body diagram describing the object is extremely helpful.Archimedes' Law is a favorite of the MCAT. To describe either a floating or a submerged object, always begin with the free body diagram. A floating object is able to displace an amount of water equal to its own weight, so for a floating object, the weight and buoyant force are in equilibrium.For the submerged object, though, the weight of the water displaced (and thus the buoyant force) is not determined by the weight of the object, but by its volume. The submerged object displaces its own volume of water, and it is the weight of this water which produces the buoyant force.Let us summarize. In both cases, floating or submerged, the 'buoyant force equals the weight of the water displaced'. However, for the floating object, the forces are in equilibrium (the weight of the water displaced equals the weight of the object). This is not necessarilly the case for the submerged object, where the weight of the object is often greater than the weight of the water displaced (if an object is more dense than water, the object will weigh more than an equal volume of water).