Mon Dec 3 10:05:22 2012
Approvals Received: |
|
|
---|---|---|
Approvals Pending: | College/Dean > Catalog > PeopleSoft Manual Entry | |
Effective Status: | Active | |
Effective Term: | 1139 - Fall 2013 | |
Course: | AEM 3101 | |
Institution: Campus: |
UMNTC - Twin Cities UMNTC - Twin Cities |
|
Career: | UGRD | |
College: | TIOT - College of Science and Engineering | |
Department: | 11090 - Aerospace Eng & Mechanics | |
General | ||
Course Title Short: | Simulation | |
Course Title Long: | Mathematical Modeling and Simulation in Aerospace Engineering | |
Max-Min Credits for Course: |
2.0 to 2.0 credit(s) | |
Catalog Description: |
Mathematical modeling of engineering systems and numerical methods for their solution. Use of MATLAB. Focuses on systems found in aerospace engineering and mechanics. | |
Print in Catalog?: | Yes | |
CCE Catalog Description: |
<no text provided> | |
Grading Basis: | A-F only | |
Topics Course: | No | |
Honors Course: | No | |
Online Course: | No | |
Instructor Contact Hours: |
2.0 hours per week | |
Years most frequently offered: |
Every academic year | |
Term(s) most frequently offered: |
Fall | |
Component 1: |
LEC (no final exam) |
|
Auto-Enroll Course: |
Yes | |
Graded Component: |
LEC | |
Academic Progress Units: |
Not allowed to bypass limits. 2.0 credit(s) |
|
Financial Aid Progress Units: |
Not allowed to bypass limits. 2.0 credit(s) |
|
Repetition of Course: |
Repetition not allowed. | |
Course Prerequisites for Catalog: |
MATH 2373 or equiv, AEM Major | |
Course Equivalency: |
No course equivalencies | |
Consent Requirement: |
No required consent | |
Enforced Prerequisites: (course-based or non-course-based) |
MATH 2373, BAEM Upper Division | |
Editor Comments: | <no text provided> | |
Proposal Changes: | <no text provided> | |
History Information: | <no text provided> | |
Faculty Sponsor Name: |
||
Faculty Sponsor E-mail Address: |
||
Student Learning Outcomes | ||
Student Learning Outcomes: |
* Student in the course:
- Can identify, define, and solve problems
Please explain briefly how this outcome will be addressed in the course. Give brief examples of class work related to the outcome. Course addresses the formulation and numerical solution of problems that arise in AEM How will you assess the students' learning related to this outcome? Give brief examples of how class work related to the outcome will be evaluated. homework and project assignments that use MATLAB to solve the problems. | |
Liberal Education | ||
Requirement this course fulfills: |
None | |
Other requirement this course fulfills: |
None | |
Criteria for Core Courses: |
Describe how the course meets the specific bullet points for the proposed core
requirement. Give concrete and detailed examples for the course syllabus, detailed
outline, laboratory material, student projects, or other instructional materials or method.
Core courses must meet the following requirements:
<no text provided> |
|
Criteria for Theme Courses: |
Describe how the course meets the specific bullet points for the proposed theme
requirement. Give concrete and detailed examples for the course syllabus, detailed outline,
laboratory material, student projects, or other instructional materials or methods. Theme courses have the common goal of cultivating in students a number of habits of mind:
<no text provided> |
|
Writing Intensive | ||
Propose this course as Writing Intensive curriculum: |
No | |
Question 1 (see CWB Requirement 1): |
How do writing assignments and writing instruction further the learning objectives
of this course and how is writing integrated into the course? Note that the syllabus must
reflect the critical role that writing plays in the course. <no text provided> |
|
Question 2 (see CWB Requirement 2): |
What types of writing (e.g., research papers, problem sets, presentations,
technical documents, lab reports, essays, journaling etc.) will be assigned? Explain how these
assignments meet the requirement that writing be a significant part of the course work, including
details about multi-authored assignments, if any. Include the required length for each writing
assignment and demonstrate how the minimum word count (or its equivalent) for finished writing will
be met. <no text provided> |
|
Question 3 (see CWB Requirement 3): |
How will students' final course grade depend on their writing performance?
What percentage of the course grade will depend on the quality and level of the student's writing
compared to the percentage of the grade that depends on the course content? Note that this information
must also be on the syllabus. <no text provided> |
|
Question 4 (see CWB Requirement 4): |
Indicate which assignment(s) students will be required to revise and resubmit after
feedback from the instructor. Indicate who will be providing the feedback. Include an example of the
assignment instructions you are likely to use for this assignment or assignments. <no text provided> |
|
Question 5 (see CWB Requirement 5): |
What types of writing instruction will be experienced by students? How much class
time will be devoted to explicit writing instruction and at what points in the semester? What types of
writing support and resources will be provided to students? <no text provided> |
|
Question 6 (see CWB Requirement 6): |
If teaching assistants will participate in writing assessment and writing instruction,
explain how will they be trained (e.g. in how to review, grade and respond to student writing) and how will
they be supervised. If the course is taught in multiple sections with multiple faculty (e.g. a capstone
directed studies course), explain how every faculty mentor will ensure that their students will receive
a writing intensive experience. <no text provided> |
|
Readme link.
Course Syllabus requirement section begins below
|
||
Course Syllabus | ||
Course Syllabus: |
For new courses and courses in which changes in content and/or description and/or credits
are proposed, please provide a syllabus that includes the following information: course goals
and description; format;structure of the course (proposed number of instructor contact
hours per week, student workload effort per week, etc.); topics to be covered; scope and
nature of assigned readings (text, authors, frequency, amount per week); required course
assignments; nature of any student projects; and how students will be
evaluated. The University "Syllabi Policy" can be
found here
The University policy on credits is found under Section 4A of "Standards for Semester Conversion" found here. Course syllabus information will be retained in this system until new syllabus information is entered with the next major course modification. This course syllabus information may not correspond to the course as offered in a particular semester. (Please limit text to about 12 pages. Text copied and pasted from other sources will not retain formatting and special characters might not copy properly.) Week Topic Reading Assignments Weeks 1, 2 and 3 Introduction MATLAB & Data Presentation Vectors, Matrices, Vector/Matrix Operations & Manipulations. Functions vs scripts. Making clear and compelling plots. Weeks 4 & 5 Linear Algebra and Least Squares Solving systems of linear equations numerically and symbolically. Least squares regression and curve fitting. Week 6 & 7 Root Finding Linearization and solving non-linear systems of equations. The Newton-Rapson method. Week 8 Computer Representation of Numbers Integers and rational numbers in different bases. Floating point numbers. Round off and errors in basic arithmetic. Significant digits when reporting results. Week 9 & 10 Ordinary Differential Equations Numerical integration and solving 1st order, ordinary differential equations (Eulers method, Heuns method and Runge-Kutta). Use of ODE function in MATLAB Week 11 & 12 System of Ordinary Differential Equations Converting 2nd order and higher ODEs to systems of 1st order ODEs. Solving systems of ODEs via Eulers method, Heuns method and Runge-Kutta) Week 13 Non-Linear Differential Equations Solving single and systems of non-linear differential equations by linearization. Use of the function ODE in MATLAB to solve differential equations. Week 14 Partial Differential Equations The one-dimensional heat equation. Fourier series solution. |
|
Readme link.
Strategic Objectives & Consultation section begins below
|
||
Strategic Objectives & Consultation | ||
Name of Department Chair Approver: |
<no text provided> | |
Strategic Objectives - Curricular Objectives: |
How does adding this course improve the overall curricular objectives ofthe unit? <no text provided> |
|
Strategic Objectives - Core Curriculum: |
Does the unit consider this course to be part of its core curriculum? <no text provided> |
|
Strategic Objectives - Consultation with Other Units: |
In order to prevent course overlap and to inform other departments of new
curriculum, circulate proposal to chairs in relevant units and follow-up with direct
consultation. Please summarize response from units consulted and include correspondence. By
consultation with other units, the information about a new course is more widely disseminated
and can have a positive impact on enrollments. The consultation can be as simple as an
email to the department chair informing them of the course and asking for any feedback
from the faculty. <no text provided> |
|