ME 210B Bonus Problem Due March 18, 2009, noon in the homework box Note: (1) This bonus problem can only help, not hurt, your grade. Done correctly, it can add up to 7% to your weighted point score fo
ODE - Problem ROBER
II-10-1
10
10.1
Problem ROBER
General information
The problem consists of a sti system of 3 non-linear ordinary dierential equations. It was proposed by H.H. Robertson in 1966
ODE - Pleiades problem
II-6-1
6
6.1
Pleiades problem
General information
The problem consists of a nonsti system of 14 special second order dierential equations rewritten to rst order form, thus p
ODE - Problem OREGO
II-9-1
9
9.1
Problem OREGO
General information
The problem consists of a sti system of 3 non-linear Ordinary Dierential Equations. The name Orego was given by Hairer & Wanner [
ODE - Medical Akzo Nobel problem
II-4-1
4
4.1
Medical Akzo Nobel problem
General information
he prolem onsists of P prtil dierentil equtionsF emiEdisretiztion of this system yields sti yhiF he pr
Syllabus
Term: Winter Quarter 2009 University Course Number: MEE 210B (cross-listed CS/ECE/MATH/ChemE/Geol) Course Title: Numerical Simulation Professor: Linda R. Petzold, Mechanical Engineering, an
ME 210B Homework # 6 Due March 11, 2009 1. (a) (2 points) Construct a consistent, unstable multistep method of order 2 (other than the one in Example 5.6). (b) (3 points) Is it possible to construct a
ME 210B Homework # 5 Due February 23, 2009
Test problems for Homework #5: 1. Predator-Prey Problem y1 = .25y1 - .01y1 y2 y2 = -y2 + .01y1 y2 for 0 t 10 with initial values y1 = y2 = 10. Plot y1 vs.
MEE 210B Homework # 3 Due February 9, 2009, 9am in class Note: Please turn in the programming problem separately from the theory problems. Reading: (1) A User's View of Solving Stiff Ordinary Differen
Homework 2, due Wednesday January 21, 9am in class
Note: Please turn in the programming problem separately from the theory problems. 1. (0.5 point each part) For each of the following constant-coeffi
Homework 1, due Monday January 12, 9am in class or 8:30am in the homework box
Reading: Scholarpedia article on method of lines. Review: If you are not fluent in Matlab, use this week to learn/review
Making Differential Equations on-Deterministic
Dan Gillespie
Dan T Gillespie Consulting [email protected] Current Support: Caltech (NIGMS, NIH) University of California at Santa Barbara (NIH) Pa
SIAM REVIEW Voi. 21, No. 1, January 1979
() 1979 Society for Industrial and Applied Mathematics 0036-1445/79/2101-0001 $01.00/0
A USER'S VIEW OF SOLVING STIFF ORDINARY DIFFERENTIAL EQUATIONS* L. F.