Dinosaur

Math 512

Contemporary Applications of  Mathematics

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Math 512 projects.

Problems studied in Fall 2006.

Problems studied in Fall 2005.
  • Model falling dominoes.
  • Describe the motion of a ball dropped into a liquid or a system of stratefied liquids.

Problems studied in Fall 2004.
  • Optimize the shape of an open container to minimize surface waves.  In other words, if you are driving down a bumpy road, are some mug shapes better than others?
  • Model and predict the absorption of water by rice as a function of temperature.  Model and predict the gelatinization of starch in potatoes when heated externally (conventional) and internally (microwaves).
  • Why is it faster to make ice cubes with warm water than cold water?  (Yes, it's true.)

Problems studied in Fall 2003.

  • Optimize the lower surface of an airbearing to maximize lift.
  • Understand the interaction between heat and current in an array of thin wires to be used for a transdermal drug delivery system.
  • Develop a mathematical description of the Briggs-Raucher oscillating chemical reaction.