Workload Components : A-B-C-D-E \r\n

A: no. of lecture hours per week \r\n

B: no. of tutorial hours per week \r\n

C: no. of lab hours per week \r\n

D: no. of hours for projects, assignments, fieldwork etc per week \r\n

E: no. of hours for preparatory work by a student per week","Order":9}],"ReadingFormatted":[],"ReadingUnformatted":[]},{"Announcements":null,"Forums":[],"Workbins":[],"Webcasts":[],"Gradebooks":[],"Polls":[],"Multimedia":[],"LessonPlan":[],"ID":"cff8fdb4-824b-4baf-982b-51dc7ed7e46c","CourseLevel":"1","CourseCode":"ME5302","CourseName":"COMPUTATIONAL FLUID MECHANICS","CourseDepartment":"","CourseSemester":"Semester 2","CourseAcadYear":"2014/2015","CourseOpenDate":"/Date(1421769600000+0800)/","CourseOpenDate_js":"2015-01-21T00:00:00","CourseCloseDate":"/Date(1433087940000+0800)/","CourseCloseDate_js":"2015-05-31T23:59:00","CourseMC":"0","isActive":"N","Permission":"S","Creator":{"UserID":null,"Name":"Shu Chang","Email":null,"Title":null,"UserGuid":"8d0ff84a-0496-4af2-8656-99e98f0a27b3","AccountType":null},"hasGradebookItems":true,"hasTimetableItems":true,"hasGroupsItems":false,"hasClassGroupsForSignUp":false,"hasGuestRosterItems":false,"hasClassRosterItems":true,"hasWeblinkItems":false,"hasLecturerItems":true,"hasDescriptionItems":true,"hasReadingItems":false,"hasAnnouncementItems":false,"hasProjectGroupItems":false,"hasProjectGroupsForSignUp":false,"hasConsultationItems":false,"hasConsultationSlotsForSignUp":false,"hasLessonPlanItems":false,"Badge":0,"BadgeAnnouncement":0,"WebLinks":[],"Lecturers":[{"ID":"e24bb9e4-f48e-41e7-b366-39cca999ecec","User":{"UserID":null,"Name":"Shu Chang","Email":null,"Title":null,"UserGuid":"8d0ff84a-0496-4af2-8656-99e98f0a27b3","AccountType":null},"Role":"Lecturer ","Order":1,"ConsultHrs":null}],"Descriptions":[{"ID":"1e5f053b-8835-4692-be49-41f07234cfff","Title":"Learning Outcomes","Description":"This graduate level module introduces students to the application of numerical methods for solving incompressible fluid flow and convective heat transfer problems. Major topics covered include: review of theory of numerical discretisation/approximations numerical techniques for elliptic and parabolic PDEs; conservation form; finite-volume discretisation; boundary layer problems; solving Navier-Stokes equations in streamfunction-vorticity and primitive-variables formulations; SIMPLE/R and related procedures; Artificial Compressibility Method; Marker-Cell procedures; steady-state, transient and pseudo-transient methods/approaches. Knowledge in fluid dynamics and heat transfer is presumed. Theory is reinforced by mini-projects. The module is recommended for students who intend to pursue graduate research that requires the application of CFD.","Order":1},{"ID":"2e5f053b-8835-4692-be49-41f07234cfff","Title":"Prerequisites","Description":"ME2135","Order":2},{"ID":"9fbaef31-4d97-4716-a252-66adf8f3a5e9","Title":"Workload","Description":"3-0.5-0-4-3

Workload Components : A-B-C-D-E \r\n

A: no. of lecture hours per week \r\n

B: no. of tutorial hours per week \r\n

C: no. of lab hours per week \r\n

D: no. of hours for projects, assignments, fieldwork etc per week \r\n

E: no. of hours for preparatory work by a student per week","Order":9}],"ReadingFormatted":[],"ReadingUnformatted":[]}],"Lecturers":["Rajeev Kumar Jaiman"],"LecturePeriods":["Tuesday Evening"]}]}