Tentative daily calendar

This is a very rough tentative calendar and continuous changes are to be expected. Homework assignments will be posted here when feasible -- however, the announcements made in class always take priority.


Last updates:

Mon Dec 1: Homework for ch.20 posted. added some links to MAPLE worksheets.

Tue Nov 11: Test 2 moved to Fri Nov 21. Homework posted for ch.19.


Week 1 M Aug 25 Parameterized curves (15.2), nothing due Wednesday.
W Aug 27 Parameterized curves (15.2) e.g. Viviani's curve due F 8/29   15.2: 1bfj, 2b.
due W 9/3     "Spell your name"-project
F Aug 29 Drop and add deadline
Intro to MAPLE: plotting graphs, curves, surfaces, ...
Regions in the plane, double integrals (15.3)

Compare the worksheet outlines.mws.
 
Week 2 M Sep 1 Labor Day -- no class
W Sep 3 Regions in plane and space, incl. cylindrical and
spherical coordinates. Triple integrals (15.3).
Will use: outlines.mws and package asu.zip.
due F 9/5   15.3: 4efgh.
F Sep 5 Limits of integration for triple integrals (15.3) due F 9/12   Trip-ints: see here
 
Week 3 M Sep 8 Parameterizing surfaces in 3-space, curves on
surfaces, usual and adapted coordinates systems (15.4)
postponed15.4: 8, 9bd, 6.
W Sep 10 Vector fields: application, questions, from
formulas to pictures and from pictures to formulas.
due F 9/19     sections: exercises
Hand-out. LARGE plots in HTML. Tasks.
F Sep 12 I. Diff' equations and flows. II. Gradient vector fields.
 
Week 4 M Sep 15 Line integrals of vector fields, any coordinates! due M 9/29 Evaluate integrals
W Sep 17 Fundamental theorem for line integrals.
F Sep 19 Line integrals of nonconservative fields -- the linear case. due M 9/29 Parameterize surfaces
 
Week 5 M Sep 22 Green's theorem in the linear case.
W Sep 24 Nonlinear vector fields and their derivatives
(linear approximation).
F Sep 26 Surface integrals of scalar fields and vector fields
Fri Sep 26
Sun Sep 28
Unrestricted withdrawal deadline. Friday: in person. Sunday: "ASU Intercative" and "SunDial".
(this changed deadline is due to a university error, compare the
news-page)
 
Week 6 M Sep 29 Green's theorem, fully nonlinear
W Oct 1 More on Green's theorem
F Oct 3 Gauss' divergence theorem due F 10/10 homework .ps, .pdf, .doc.
 
Week 7 M Oct 6 Stokes' theorem
W Oct 8 Review
F Oct 10 Test 1
 
Week 8 M Oct 13 17.2 Peridic functions etc. due F 10/17   17.2: 1cd, 3d, 5gi, 11abd, 12mst, 13c, 14, 15, 17.
W Oct 15 17.3 Fourier approximations due F 10/17   17.3: 2a, 4abci Also plot f(t) together
                              with Fn(f)(t)$ for n=2,3,10, 20.
F Oct 17 17.3 Using MAPLE for Fourier approximations due F 10/24   17.3: 4fghjklmno with plots, 16bef.
 
Week 9 M Oct 20 17.3 Complex Fourier expansions
W Oct 22 17.3 More examples and short-cuts
F Oct 24 17.4 Half range expansions due F 10/31 17.4: 2acde.
 
Week 10 M Oct 27 Fourier integrals  
W Oct 29 Fourier transform due W 11/5   17.9: 2bfgi.
F Oct 31 Restricted withdrawal deadline
Convolution and applic's of Fourier transform due W 11/5   17.10: 6bcjn. Derive (by hand) 2, 4, 5, 9, 18, 19
                          of Appendix D. Also try deriving 1 of App D.
 
Week 11 M Nov 3 Diffusion equation due F 11/14   18.2: 2abd, 3aceg.
W Nov 5 Diffusion equation due F 11/14   18.3: 3, 4ad, 6bfil, 9, 20, 23.
Start now. Due date is firm!
F Nov 7 Diffusion equation
 
Week 12 M Nov 10 Diffusion equation due F 11/14   sections: exercises
T Nov 11 Veterans Day observed. No classes
W Nov 12 Wave equation due F 11/21   19.1: 3.     19.2: 2b, 5, 10.
F Nov 14 Wave equationn: d'Alembert's solution. ( animations) due F 11/21   19.4: 5, 6abc
 
Week 13 M Nov 17 Wave equation: rectangular 2-d membrane. (animations) due F 11/21   19.3: 1dg, 4.
W Nov 19 Wave equation (cancelled: Bessel functions ???)  
F Nov 21 Test 2
 
Week 14 M Nov 24 Laplace's equation  
W Nov 26 Laplace's equation  
F Nov 28 Thanksgiving weekend. No classes
 
Week 15 M Dec 1 Laplace's equation simple old MAPLE due M 12/8   20.2 1bdeij.
F 12/5 if you want to get it graded by Monday
W Dec 3 Laplace's equation very raw MAPLE  
F Dec 5 Laplace's equation and Green's theorem
 
Week 16 M Dec 8 Review and Outlook  
W Dec 10 Reading Day
F Dec 12 2 day of final exams
 
Week 17 M Dec 15 12:20-2:10 ECG 224 (room confirmed) Final exam
W Dec 17 final exams continued
Th Dec 18 Commencement