Syllabus MAE/MSE 502 Partial Differential Equations In .

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SyllabusMAE/MSE 502 Partial Differential Equations in EngineeringSpring 2021 M/W 6:00-7:15 PM, ASU Sync/In-Person, Classroom: PSF 1011. Contact InformationInstructor: Huei-Ping Huang (hp.huang@asu.edu), ERC 3592. Office HoursMonday 3-4 PM (zoom only), Wednesday 3-4 PM (zoom only), or by appointment (zoomor in-person). The office hours will provide opportunities of remote or in-persondiscussion on course material with instructor.3. Course DescriptionDevelopment and solution of partial differential equations in engineering. Applicationsin solid and fluid mechanics, vibrations, and heat transfer.4. Enrollment RequirementsGraduate Engineering student; Credit is allowed for only MAE or MSE 502.5. Course ObjectivesThis course will derive partial differential equations relevant to scientific and engineeringapplications and discuss the methods for their solutions.6. Expected Learning Outcomes Derivation of partial differential equations in engineering Solution of elementary linear partial differential equations Analysis of partial differential equations in engineering applications7. ASU Sync/In-Person CoursesThis is an ASU Sync/In-Person course. Students may attend lectures in-person subject toguideline of social distancing, or participate in class remotely using Sync. ASU Sync is atechnology-enhanced approach, designed to meet the dynamic needs of the class.During Sync classes, students learn remotely through live class lectures, discussions,study groups and/or tutoring. More information about ASU Sync for students can befound at https://provost.asu.edu/sync/students and https://www.asu.edu/about/fall2020.

To participate in class by ASU Sync, log on to MyASU and click open MAE 502 or MSE502. Click on Attend via Sync. This will establish connection to instructor’s personalzoom link by which the lectures will be streamed.8. Grade PoliciesGrade will be based on performances in homework (5-6 assignments expected), and twoexams, as weighted in the following: Homework 55%, Midterm 20%, Final exam 25%The expected thresholds for letter grades are: A 90%, B 80%, C 70%, D 60%, E Below 60%. These thresholds are subject to adjustments depending on the distributionof the total scores for the class.9. Absence and Attendance Policies(a) General PolicyInstructor will arrange make-up exams, extension of deadline for projects, and/orassignment of alternative projects for students who are excused from class with properreasons. This policy will accommodate students with the following circumstances:a. Excused absences related to religious observances/practices that are in accordwith ACD 304–04, “Accommodation for Religious Practices”b. Excused absences related to university sanctioned events/activities that are inaccord with ACD 304–02, “Missed Classes Due to University-SanctionedActivities”c. Excused absences related to missed class due to military line-of-duty activitiesthat are in accord with ACD 304–11, “Missed Class Due to Military Line-of-DutyActivities,” and SSM 201–18, “Accommodating Active Duty Military”Students who expect to miss class due to officially university-sanctioned activities shouldinform the instructor early in the semester. Alternative arrangements will generally bemade for any examinations and other graded in-class work affected by such absences.(b) ASU Sync/In-Person attendanceInstructor does not plan to take attendance for ASU Sync or In-person class participationon a regular basis. Students are strongly encouraged to attend all classes to acquire theknowledge and skills that are needed to succeed in this class.(c) Classroom and social distancingStudents who choose to attend lectures in-person must follow ASU guidelines on socialdistancing. Instructor will provide further detail of classroom attendance policy.2

10. Readings, Assignments, Examinations, Special Materials, Required Activities(a) Course OutlineTextbook: Applied Partial Differential Equations, 5th Edition, by R. Haberman, Pearson,RequiredAdditional recommended book: Partial Differential Equations for Scientists andEngineers, by S. J. Farlow, Dover.Topics to cover:I. Analytic solution of linear PDE1. Overview of PDECommonly encountered PDEs in engineering and science; Types of PDEs, the physicalphenomena they represent, and boundary conditions2. Method of separation of variables; Eigenfunction expansion3. Sturm-Liouville system and orthogonal representation4. Fourier series; Solution of PDE by Fourier series expansion5. Fourier transform; Solution of PDE by Fourier transform6. PDE in non-Cartesian geometry7. Forced problem and brief introduction to Green's functionII. Additional topics8. Brief introduction to nonlinear PDEExamples of nonlinear PDEs for real world phenomena; Behavior of their solutions;Conservation laws9. Method of cheracteristics; Solution of first order PDEProgramming using Matlab or equivalent: Although this course will focus on analyticsolutions, some lengthy computations in homework assignments will requireprogramming using Matlab (or other programming languages/tools such as Fortran, C ,Python, Java, R). A beginner's guide for Matlab will be posted to the class website.(b) ASU Sync RequirementsA personal computer (laptop, desktop, tablet) equipped with a web browser and withinternet connection is required to participate in class remotely by ASU Sync. The internetconnection should be of sufficient speed to properly carry live streaming by zoom. Toparticipate in class interactively by zoom, student’s computer should be equipped with awebcam and a microphone (built-in or external).3

For students who are not able to personally finance the equipment needed to attendclass via ASU Sync, ASU has a laptop and WiFi hotspot checkout program availablethrough ASU Library.11. Policy regarding expected classroom behaviorUntil further notified, per ASU policy, faculty, staff, students and visitors, are required towear face coverings in classrooms, labs, offices and community spaces.12. Academic IntegrityStudents in this class must adhere to ASU’s academic integrity policy, which can be foundat . Students are responsible forreviewing this policy and understanding each of the areas in which academic dishonestycan occur. In addition, all engineering students are expected to adhere to both the ASUAcademic Integrity Honor Code and the Fulton Schools of Engineering Honor Code. Allacademic integrity violations will be reported to the Fulton Schools of EngineeringAcademic Integrity Office (AIO). The AIO maintains record of all violations and hasaccess to academic integrity violations committed in all other ASU college/schools.Specific rules for collaboration on homework and projects will be released separately inthe beginning of the semester. A violation of the rule(s) may lead to lowering of thescore for the assignment, in addition to consequences of a violation of ASU’s AcademicIntegrity Policy.13. CopyrightAll course content and materials, including lectures (Zoom recorded lectures included),are copyrighted materials and students may not share outside the class, upload to onlinewebsites not approved by the instructor, sell, or distribute course content or notes takenduring the conduct of the course (see ACD 304–06, “Commercial Note TakingServices” and ABOR Policy 5-308 F.14 for more information).You must refrain from uploading to any course shell, discussion board, or website usedby the course instructor or other course forum, material that is not the student's originalwork, unless the students first comply with all applicable copyright laws; facultymembers reserve the right to delete materials on the grounds of suspected copyrightinfringement.14. Policy against threatening behavior, per the Student Services Manual, SSM 104–02Students, faculty, staff, and other individuals do not have an unqualified right of accessto university grounds, property, or services. Interfering with the peaceful conduct ofuniversity-related business or activities or remaining on campus grounds after a requestto leave may be considered a crime. All incidents and allegations of violent or4

threatening conduct by an ASU student (whether on- or off-campus) must be reportedto the ASU Police Department (ASU PD) and the Office of the Dean of Students.15. Warning of Offensive Class MaterialsParticipants of this class who find any course material objectionable may consult withthe instructor or MAE Program Chair to identify appropriate accommodations.16. Disability AccommodationsSuitable accommodations will be made for students having disabilities. Students needingaccommodations must register with the ASU Disabilities Resource Center and providedocumentation of that registration to the instructor. Students should communicate theneed for an accommodation in sufficient time for it to be properly arranged. See ACD304-08 Classroom and Testing Accommodations for Students with Disabilities.17. Harassment and Sexual DiscriminationArizona State University is committed to providing an environment free ofdiscrimination, harassment, or retaliation for the entire university community, includingall students, faculty members, staff employees, and guests. ASU expresslyprohibits discrimination, harassment, and retaliation by employees, students,contractors, or agents of the university based on any protected status: race, color,religion, sex, national origin, age, disability, veteran status, sexual orientation, genderidentity, and genetic information.Title IX is a federal law that provides that no person be excluded on the basis of sex fromparticipation in, be denied benefits of, or be subjected to discrimination under anyeducation program or activity. Both Title IX and university policy make clear that sexualviolence and harassment based on sex is prohibited. An individual who believes theyhave been subjected to sexual violence or harassed on the basis of sex can seek support,including counseling and academic support, from the university. If you or someone youknow has been harassed on the basis of sex or sexually assaulted, you can findinformation and resources at https://sexualviolenceprevention.asu.edu/faqs.As a mandated reporter, instructor is obligated to report any information that instructorbecomes aware of regarding alleged acts of sexual discrimination, including sexualviolence and dating violence. ASU Counseling Services, https://eoss.asu.edu/counseling,is available if students wish discuss any concerns confidentially and privately.18. Update of SyllabusAny information in this syllabus may be subject to change with reasonable advancenotice.5

Textbook: Applied Partial Differential Equations, 5th Edition, by R. Haberman, Pearson, Required Additional recommended book: Partial Differential Equations for Scientists and Engineers, by S. J. Farlow, Dover. Topics to cov

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