physics 374

intermediate theoretical methods


 

spiral screw enabling vertical flight by leonardo da vinci


 spring 2013 schedule

     
 

professor contact info


grader


textbooks

required textbook: "guided tour of mathematical methods" by r. snieder
recommended textbook: "mathematical methods in the physical sciences" by m. boas
 

prerequisite

prerequisite: MATH246 and PHYS273. corequisite: MATH240.

exams

two mid exams and one final exam



grading

the course grade will be based on the homeworks (25%), mid exams (45%) and final exam (30%).
the homeworks will be typically assigned on a weekly basis.

homework rules



academic integrity
 

the university has approved a code of academic integrity available on the web. the code
prohibits students from cheating on exams, plagiarizing papers, submitting the same paper
for credit in two courses without authorization, buying papers, submitting fraudulent
documents, and forging signatures.  the university senate requires that students include
the following signed statement on each examination or assignment: “i pledge on my
honor that i have not given or received any unauthorized assistance on this examination
(or assignment).”  compliance with the code is administered by a student honor council,
which strives to promote a “community of trust” on the college park campus.  allegations
of academic dishonesty can be reported directly to the honor council (314-9154) by any
member  of the campus community.


course description


Tentative course plan - will be adjusted during semester.
 
the chapters refer to the book by sneider

summary note on complex numbers and complex calculus

date tuesday
thursday
sep 3 & 5
dimensional analysis
(chap 2)
power series & approximations (chap 3)
sep 10 & 12
power series & approximations (chap 3 & 23.1, 23.4, 23.7)
power series & approximations (chap 3 & 23.1, 23.4, 23.7)
sep 17 & 19 perturbation theory
(chap 23.1, 23.4, 23.7)
1d calculus
(chap 4)
sep 24 & 26 vector calculus
(chap 5)
vector calculus
(chap 5 & 6)
oct 1 & 3
vector calculus
(chap 7 & 8)
vector calculus
(chap 9)
oct 8  &10
vector calculus & review
(chap 9)
mid-term exam
oct 15 & 17 vector calculus
(chap 10)
vector calculus
(chap 11)
oct 22 & 24 complex numbers & complex analysis
(chap 16)
complex numbers & complex analysis
(chap 17)
oct 29 & 31 complex analysis
(chap 16 & 17)
complex analysis
(chap 17)
nov 5 & 7 complex analysis
(chap 17)
complex analysis
(chap 17)
nov 12 &14
dirac delta function
(chap 14)
fourier analysis & review
(chap 15)
nov 19 & 21 mid-term exam fourier analysis
(chap 15)
nov 26  fourier analysis
(chap 15)
thanksgiving holiday
dec 3 & 5 normal modes
(chap 13)
normal modes
(chap 13,20)
dec 10 & 12 Green functions
(chap 18)
review
dec 16 final exam (monday 8:00am!)


 



 
homeworks/
exams
solutions
hw1
shw1
hw2
shw2
hw3
shw3
hw4 shw4
mid-ex1
smid-ex1
hw5 shw5
hw6
shw6
hw7
shw7
hw8
shw8
mid-ex2
smid-ex2
shw9 shw9
hw10 shw10
fourier
hw11 shw11
mid-ex3
smid-ex3

 



questions and comments may be sent to buonanno@umd.edu
last modified on 12/7/2013