Computational
Engineering
An
Interdisciplinary Curriculum
Dr.
Kirk H. Schulz, Dean
Dr.
Roger L. King, Associate Dean for Research and Graduate Studies
Dr.
Mark Janus, Graduate Coordinator
662-325-8278
grad-coordinator@erc.msstate.edu
The Computational Engineering
graduate program is interdisciplinary, with faculty drawn from the academic
departments of the
Admission
Criteria—To be admitted, the student must meet the admission
requirements of the Office of Graduate Studies, receive a positive
recommendation from the Computational Engineering screening committee, and be
accepted as a student by a member of the Computational Engineering graduate
faculty. International students must
have scored at least 550 on the Test of English as a Foreign Language (TOEFL).
All applicants are strongly encouraged to submit scores for the Graduate
Record Examination as part of the application packet.
Program
of Study—The specific requirements for the degrees are governed by
the general requirements of the Office of Graduate Studies and by the
student’s graduate committee. The
committee must include at least one Computational Engineering faculty member
from each of the following areas: 1)
a Computational Engineering application area, 2) high-performance computing, and
3) numerical mathematics. The
graduate committee will ensure that the student’s program of study adequately
addresses each of the three primary cross-disciplinary areas (an application
area, high-performance computing, and numerical mathematics), and students are
encouraged to include one or more courses in scientific visualization or
graphics. The composition of the
graduate committee and the student’s program of study must be approved by the
Computational Engineering Program Coordinator.
Provisional
Admission—Because of the interdisciplinary nature of the
Computational Engineering program, virtually all students are required to take
some prerequisite courses. Nevertheless,
all students admitted to the program are granted regular admission.
Provisional admission is not approved.
Academic
Performance—Continued enrollment in
the graduate program in Computational Engineering is dependent upon satisfactory
performance in the courses and satisfactory progress toward completion of the
degree. To achieve satisfactory performance, a student must:
1. Maintain a B average on:
a) All undergraduate prerequisite Courses;
b) All graduate courses completed after admission to the program;
c) All graduate courses included on the student’s program of study.
2. Have no more than one grade less than C
3. Have a major advisor and a supervisory committee (after the first two semesters of enrollment)
Should a student’s cumulative grade point average (in any of the three categories above) be less than 3.00 at the end of a term, the student will be placed on “probation” and will be given one semester to earn a cumulative grade point average of 3.00 or greater. If at the end of the probationary term the student’s cumulative grade point average (in any of the three categories above) is less than 3.00, the student’s program of study will be terminated immediately. If the student enrolls in the summer term, it will count as one term.
Should a student earn a second grade less than a C, the student’s program of study will be terminated immediately. Should a student who is beyond his/her second period of study not have a major advisor and supervisory committee, the student will be placed on probation and given one semester to form a committee. Should the student not be able to form a committee, his/her program of study will be terminated.
A student may appeal termination of his/her study to the Computational Engineering Supervisory Committee.
Prerequisite and Core Courses—Because
of the interdisciplinary nature of the Computational Engineering program,
courses listed below are typical of those that are acceptable.
Courses not listed can be used for graduate credit with the approval of
the student’s supervisory committee and the Computational Engineering Program
Coordinator.
Computational Engineering Applications:
ASE 6423 Introduction to Computational Fluid Dynamics (consent of instructor). 3 hours
CE 6663 Matrix Methods of Structural Analysis (CE 4603/6603or consent of instructor). 3 hours
CHE 8223 Advanced Process Computations (CHE 3223). 3 hours
ASE 8363 Computational Heat Transfer (consent of instructor). 3 hours
ME 8363 Computational Heat Transfer (consent of instructor). 3 hours
ASE 8413 Computational Fluid Dynamics I (consent of instructor). 3 hours
ASE 8423 Computational Fluid Dynamics II (ASE 8413 or equivalent). 3 hours
ASE 8433 Advanced Numerical Grid Generation (ASE 6433 or consent of instructor). 3 hours
CE 8663 Computational Methods in Structural Analysis (CE 4663/6663 with grade of B or better or consent of instructor). 3 hours
CE 8683 Finite Element Analysis (CE 4663/6663). 3 hours
High Performance Computing:
CSE 6163 Designing Parallel Algorithms (CSE 3324 or CSE 4733/6733 with grade of C or better). 3 hours
CSE 6214 Software Engineering I (CSE 2383 with grad of C or better). 3 hours
ECE 6713 Computer Architecture (ECE 2324 with a grade of C or better). 3 hours
ECE 8063 Parallel Computing Architectures I ECE 4713/6713 and CSE 4113/6113). 3 hours
ECE 8073 Parallel Computing Architectures II (ECE 8063 and/or consent of instructor). 3 hours
CSE 8733 Advanced Systems Programming (CSE 4733/6733). 3 hours
CSE 8833 Algorithms (CSE 4833/6833). 3 hours
CSE 8843 Complexity of Sequential and Parallel Algorithms (CSE 4833/6833). 3 hours
CSE 9133 Topics in High Performance Computing (consent of instructor). 3 hours
Numerical Mathematics:
MA 6313 Numerical Analysis I (CSE 1213 or equivalent, MA 3113 and MA 2743). 3 hours
MA 6323 Numerical Analysis II (CSE 1213 or equivalent, MA 3113 and MA 3253). 3 hours
MA 8363 Numerical Solution of Systems of Nonlinear Equations (MA 4313/6313 and MA 4323/6323). 3 hours
MA 8383 Numerical Solution of Ordinary Differential Equations I (MA 4313/6313 and MA 4323/6323). 3 hours
MA 8393 Numerical Solution of Ordinary Differential Equations II (MA 8383). 3 hours
MA 8443 Numerical Solution of Partial differential Equations I (MA 4313/6313, MA 4323/6323, and MA 4373/6373 or consent of instructor). 3 hours
MA 8453 Numerical Solution of Partial Differential Equations II (MA 8443). 3 hours
MA 8463 Numerical Linear Algebra (MA 4323/6323). 3 hours
MA 8473 Advanced Numerical Analysis I (MA 4933/6933). 3 hours
MA 8483 Advanced Numerical Analysis II (MA 8473). 3 hours
Graphics and Visualization:
CSE 6413 Principles of Computer Graphics (CSE 2383 with grade of C or better and MA 3113). 3 hours
CSE 8413 Visualization (CSE 4413/6413). 3 hours
CSE 8433 Advanced Computer Graphics (CSE 4413/6413). 3 hours
CSE 9413 Topics in Computer Graphics and Visualization (consent of instructor).3 hours
Special
Topics, Individual Study, Thesis and Dissertation Research:
CME 6990 Special Topics in Computational Engineering. 1-9 hours
CME 7000 Directed Individual Study. 1-6 hours
CME 8000 Research/Thesis. 6 hours
CME 8990 Special Topics in Computational Engineering. 1-9 hours
CME 9000 Research/Dissertation. 20 hours
Completion Requirements—Master of Science—Both a thesis (research) option and a project (professional) option are offered. For the research option, successful completion of at least 24 credit hours of graduate course work (at least 12 hours at the 8000 level) plus submission and defense of a 6-hour research thesis are required.
For the professional degree option, successful completion of at least 33 credit hours of graduate course work and a professional project are required. No more than three hours of credit for the project can be applied toward the required 30 hours. At least 15 hours of course work on the program of study must be at the 8000 or higher level.
Completion Requirements—Doctor of Philosophy—Each candidate for the doctoral degree must conduct research and present a dissertation on that research that 1) demonstrates a mastery of the techniques of research and 2) makes a very distinct contribution to the field of Computational Engineering. The dissertation must conform to the rules of the Office of Graduate Studies.