502-syllabus-spring-2014 (1)

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Boundary Value Problems MA 502 SPRING SEMESTER, 2014 SYLLABUS CLASSROOM: LB 126 CLASS TIMES: TUES/THURS 8.15–9.30 PROFESSOR: DR. SHAR SAJJADI PHONE: 226-6234 –[email protected] OFFICE HOURS: MON, 11.00 AM-12.30 PM, TUES, 2.30 PM-3.30 PM, THURS, 1.00 PM-2.30 PM ROOM: 301.37 TEXTBOOK: Applied Partial Differential Equations. S.G. Sajjadi and T.A. Smith Houghton Mifflin Harcourt Publishing Co. COURSE DESCRIPTION : Fourier Series, Fourier transforms, solution of linear differential equations with variable coefficients, Partial differential equations, including the wave equation, the heat equation, Laplace’s equation, Schrodinger equation, Bessel and Legendre functions, applications in scince and engineering. Prerequisite: MA441 GOALS : The course provides a basic foundation in the area of partial differential equations and advanced mathematical methods. It serves as a required course for the Masters degree in Aerospace Engineering curriculum. 1

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Transcript of 502-syllabus-spring-2014 (1)

EMBRY-RIDDLE AERONAUTICAL UNIVERSITY

Boundary Value Problems

MA 502

SPRING SEMESTER, 2014SYLLABUSCLASSROOM: LB 126

CLASS TIMES: TUES/THURS 8.159.30PROFESSOR: DR. SHAR SAJJADI

PHONE: 226-6234 [email protected] HOURS:

MON, 11.00 AM-12.30 PM, TUES, 2.30 PM-3.30 PM, THURS, 1.00 PM-2.30 PM

ROOM: 301.37TEXTBOOK:

Applied Partial Differential Equations. S.G. Sajjadi and T.A. Smith Houghton Mifflin Harcourt Publishing Co.COURSE DESCRIPTION:Fourier Series, Fourier transforms, solution of linear differential equations with variable coefficients, Partial differential equations, including the wave equation, the heat equation, Laplaces equation, Schrodinger equation, Bessel and Legendre functions, applications in scince and engineering.Prerequisite: MA441GOALS:

The course provides a basic foundation in the area of partial differential equations and advanced mathematical methods. It serves as a required course for the Masters degree in Aerospace Engineering curriculum.Discipline Specific Learning Outcomes: Upon completion, students will be exposed to:

1. Boundary value problems and eigensystems.

2. Partial differential equations and their classifications.

3. Integral transforms for partial differential equations.4. Complex contour integrations and residues.

5. Greens function for inhomogenous differential equations.6. Asymptotics and special functions.

7. Partial differential equations in various curvilnear coordinates.

8. Introduction to numerical solutions of partial differential equations.GRADING SYSTEM:Homework/Projects

50% (Sum of all HWS 25%, Project 25%)

2 - Exams

50%

Total

100%First exam:Mid to Late Feb. (Date to be announced)

Final exam:Exam Period (End of Semester)

GRADE SCALE:90%100% A

80%89%

B

70%79%

C

60%69%

D

0%59%

FACADEMIC HONESTY POLICIES:

Academic Integrity: EmbryRiddle Aeronautical University is committed to maintaining and upholding intellectual integrity. The faculty, departments, divisions, or campuses of the University may impose sanctions on students who commit the following academic integrity violations: cheating, plagiarism, forgery of transcripts, and other related acts. Sanctions may include a failing grade on

the assignment, a failing grade for the course, suspension, or dismissal from the University. For the full text of the policy on academic

Department of Mathematics Calculator Policy: On all tests, and common departmental final exams students will only be permitted to use nongraphing calculators i.e. scientific calculators with a

one line screen display that does not have the capability of storing alpha-numeric data. Furthermore, no wireless communication devices such as cell phones or PDAs will be allowed.Attendance: Students are responsible for everything that happens in class every day. If a class is missed,

the student is held responsible for finding out what was missed. Poor attendance may affect your grade. Only official university excuses will be accepted.

Disability Support Services: (i) "Students with disabilities who believe that they may need accommodations

in this class are encouraged to contact the Office of Disability Services as soon as possible

to better ensure that such accommodations are implemented in a timely fashion." The student must notify DSS of date and time of test once s/he has been made aware of test date.

(ii) All continuing disability students MUST submit to the professor the faculty notification letter from the Office of Disability services during the first two weeks of the semester. In addition, students MUST get the Testing Modification form for any exams and obtain the professors signature by one week prior to date of exam.3