Course Outline for PHYS 2490; Winter 2017


  • Course Information: www2.physics.umanitoba.ca/u/khodr/PHYS2490-W17. All important information pertaining to the course, including a link to the assigned homework problems and their solutions, will be posted on that page.
  • Professor: Khodr Shamseddine.
  • Email: khodr.Shamseddine@umanitoba.ca
  • Office: 207 Allen Building, phone 474-6207.
  • Lecture Time and Place: TR 8:30-9:45 am in 115 Armes Building.
  • Office Hours: Tuesday and Wednesday 1:30-2:30 pm, or by appointment.

  • Synopsis: This course provides an introduction to the mathematics required for both the Honours and Majors programs in Physics and Astronomy. Topics include differential equations, special functions and transform methods.

1.     Fourier series, real and complex forms, Parseval's theorem, Fourier transforms;

2.     Ordinary differential equations, linear first order, homogeneous and inhomogeneous second order equations with constant coefficients, Laplace transforms;

3.     Gamma function;

4.     Series solutions of differential equations, Legendre's equation, Bessel's equation;

5.     Partial differential equations, Laplace's equation, diffusion equation, wave equation.

Then the letter grades will be assigned based on the following chart.

Percentage course score

Letter grade

90-100 %

A+

80-89 %

A

75-79 %

B+

70-74 %

B

65-69 %

C+

60-64 %

C

50-59 %

D

0-49 %

F