NUMERICAL SOLUTION OF TIME-DEPENDENT DIFFERENTIAL EQUATIONS IN APPLICATIONS II-22M321 (section 001!!)

SPRING SEMESTER 2001

Laurent O. Jay

GRADES

Here are your grades.

GENERAL INFORMATION


ABOUT THE INDIVIDUAL PROJECTS


FORTRAN


COMPUTER LABORATORY


UNIX CLASS ACCOUNTS


ASSIGNMENTS/HOMEWORK

  1. 01/24/2001: Derive all trees for z'' of semi-explicit index 2 DAEs
  2. 01/26/2001: ex. VII.5.3 p.518
  3. 02/02/2001: work out the details of the proof for q=2 on pp. 510-511 of the book
  4. 03/21/2001: check the formula for the time-derivative of the energy of a Lagrangian system
  5. 03/28/2001: check the equivalence relations between Hamiltonian and Lagrangian systems
  6. 04/02/2001: ex. VII.1.7 p.467
  7. 04/04/2001: Find Hamilton equations for the pendulum in Cartesian coordinates

LIST OF STUDENTS


Laurent O. Jay
Department of Mathematics
14 MacLean Hall
The University of Iowa
Iowa City, IA 52242-1419
USA
Tel: (319)-335-0898
Fax: (319)-335-0627
E-mail: ljay@math.uiowa.edu

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