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picture1_Software Engineering Course Pdf 158727 | Aero 4304 Course Outline


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department of mechanical aerospace engineering carletonuniversity aero4304 computational fluid dynamics course outline introduction and course objective computational uid dynamics cfd is the science of predicting the behaviour of a uid ...

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                                              Department of Mechanical & Aerospace Engineering
                                                          CARLETONUNIVERSITY
                                        AERO4304: Computational Fluid Dynamics
                                                              Course Outline
                 Introduction and course objective
                 Computational fluid dynamics (CFD) is the science of predicting the behaviour of a fluid flow through the
                 numerical solution of the equations of motion that govern the flow. The use of CFD in industrial settings
                 is increasing rapidly, and numerous sophisticated CFD software packages are available. It is important that
                 engineers who work in CFD have a solid foundation in both fluid mechanics and numerical analysis; an
                 indiscriminate user of CFD software can easily produce colourful but meaningless results. Therefore, the
                 objective of this course is to present the fundamentals of CFD so that students become knowledgable users
                 of CFD software. To accomplish this objective, the course will present the theory in combination with
                                                                                                    R
                 substantial hands-on practice using the commercial CFD software ANSYS CFX
.
                 Instructor
                 Hamza A.E. Ella
                 E-mail: hamza.ella@carleton.ca
                 Office hours: by email appointment
                 Reference material
                    1. Course lecture notes and slides
                    2. Supplementary textbooks:
                          • Anderson, J. D. Computational Fluid Dynamics—The Basics with Applications. McGraw-Hill.
                          • Ferziger, J.H. and Peri´c, M. Computational Methods for Fluid Dynamics. Springer.
                          • Tannehill, J.C., Anderson, D.A., and Pletcher, R.H. Computational Fluid Mechanics and Heat
                            Transfer. Second edition. Taylor & Francis.
                          • Versteeg, H.K. and Malalasekera, W. An Introduction to Computational Fluid Dynamics: The
                            Finite Volume Method. Longman Scientific & Technical.
                 Course cuLearn site
                 AcuLearn site will be used for communication and posting of course material, including slides and lecture
                 notes.   The course cuLearn site can be accessed from https://carleton.ca/culearn/. Please refer to the
                 cuLearn site frequently in order to keep up-to-date with the course material that is posted there.
                 Assignments
                 Two assignments will be assigned throughout the term. The assignments are intended to give students
                                              R
                 practice with ANSYS CFX
 and other course material. Reports of maximum 5 pages will be collected and
                 marked.
                 Project
                                                                                                 R
                 Students will be assigned a project to simulate a fluid flow in ANSYS CFX
. The project will have two
                 interim memos due during the term and culminate in a final report. The purpose of the project is to apply
                 the principles presented in the lectures to setup and simulate a fluid flow and then assess the accuracy and
                 set-up of the simulation. A detailed description of the project and the instructions and due dates of the
                 project deliverables will be presented in the project handout provided later in the term.
                                                                        1
                 Examinations
                 Afinal exam will be scheduled by Scheduling and Examination Services. Course notes and lecture slides can
                 be brought into the exam. According to the policy of the Faculty of Engineering and Design, the marked
                 final examination papers will not be returned to students.
                 Marking scheme
                     • 20% for the assignments
                     • 30% for the course project
                     • 50% for the final exam
                 All assignments, course project, and final exam must be completed to obtain satisfactory performance in
                 this course. Failure to complete any of the above will result in a grade of “F”.
                 Tentative course topics
                    1. Introduction to CFD: motivation; history; overview of CFD methodology; CFD software packages.
                    2. The governing equations and their behavior: conservation principles; derivation of conservation laws;
                       simplified models of fluid flow (incompressible, inviscid, potential flow); dimensionless form of the
                       governing equations; classification of partial differential equations.
                    3. Numerical methods: discretization schemes (finite-differences, finite-volume, finite element) and their
                       properties.
                    4. Finite difference methods: Taylor’s series expansions; effect of grid refinement; analysis of truncation
                       error; implementation of boundary conditions; discretization schemes for elliptic, parabolic, hyperbolic
                       problems; solution of algebraic systems of equations; numerical stability and accuracy.
                    5. Introduction to finite volume methods: Discretization methods for conduction and convection-diffusion
                       problems.
                    6. Turbulence modeling: Reynolds-averaged Navier-Stokes (RANS) equations; Reynolds stress and the
                       turbulence closure problem; eddy-viscosity and mixing length models; Reynolds-stress models; large-
                       eddy simulation; direct numerical simulation.
                 Accommodation statement
                 Requests for Academic Accommodation: You may need special arrangements to meet your academic obligations dur-
                 ing the term. For an accommodation request, the processes are as follows:
                     Pregnancy obligation: Please contact your instructor with any requests for academic accommodation during
                 the first two weeks of class, or as soon as possible after the need for accommodation is known to exist.   For
                 more details, visit the Equity Services website: carleton.ca/equity/wp-content/uploads/Student-Guide-to-Academic-
                 Accommodation.pdf
                     Religious obligation: Please contact your instructor with any requests for academic accommodation during
                 the first two weeks of class, or as soon as possible after the need for accommodation is known to exist.   For
                 more details, visit the Equity Services website: carleton.ca/equity/wp-content/uploads/Student-Guide-to-Academic-
                 Accommodation.pdf Academic Accommodations for Students with Disabilities: If you have a documented disability
                 requiring academic accommodations in this course, please contact the Paul Menton Centre for Students with Dis-
                 abilities (PMC) at 613-520-6608 or pmc@carleton.ca for a formal evaluation or contact your PMC coordinator to
                 send your instructor your Letter of Accommodation at the beginning of the term. You must also contact the PMC
                 no later than two weeks before the first in-class scheduled test or exam requiring accommodation (if applicable).
                 After requesting accommodation from PMC, meet with your instructor as soon as possible to ensure accommodation
                 arrangements are made. carleton.ca/pmc
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          Survivors of Sexual Violence: As a community, Carleton University is committed to maintaining a positive
         learning, working and living environment where sexual violence will not be tolerated, and is survivors are supported
         through academic accommodations as per Carleton’s Sexual Violence Policy. For more information about the services
         available at the university and to obtain information about sexual violence and/or support, visit: carleton.ca/sexual-
         violence-support
          Accommodation for Student Activities: Carleton University recognizes the substantial benefits, both to the in-
         dividual student and for the university, that result from a student participating in activities beyond the classroom
         experience. Reasonable accommodation must be provided to students who compete or perform at the national or
         international level. Please contact your instructor with any requests for academic accommodation during the first two
         weeks of class, or as soon as possible after the need for accommodation is known to exist. https://carleton.ca/sen-
         ate/wp-content/uploads/Accommodation-for-Student-Activities-1.pdf
         For more information on academic accommodation, please contact the departmental administrator or visit: stu-
         dents.carleton.ca/course-outline
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...Department of mechanical aerospace engineering carletonuniversity aero computational fluid dynamics course outline introduction and objective uid cfd is the science predicting behaviour a ow through numerical solution equations motion that govern use in industrial settings increasing rapidly numerous sophisticated software packages are available it important engineers who work have solid foundation both mechanics analysis an indiscriminate user can easily produce colourful but meaningless results therefore this to present fundamentals so students become knowledgable users accomplish will theory combination with r substantial hands on practice using commercial ansys cfx instructor hamza e ella mail carleton ca oce hours by email appointment reference material lecture notes slides supplementary textbooks anderson j d basics applications mcgraw hill ferziger h peri c m methods for springer tannehill pletcher heat transfer second edition taylor francis versteeg k malalasekera w finite volu...

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