Skip to Main Content

MECENG175

Download as PDF

Intermediate Dynamics

Mechanical EngineeringUndergraduateCOE - College of Engineering
Overview

Subject

MECENG

Course Number

175

Department

Mechanical Engineering

Course Level

Undergraduate

Course Title

Intermediate Dynamics

Course Description

This course introduces and investigates Lagrange's equations of motion for particles and rigid bodies. The subject matter is particularly relevant to applications comprised of interconnected and constrained discrete mechanical components. The material is illustrated with numerous examples. These range from one-dimensional motion of a single particle to three-dimensional motions of rigid bodies and systems of rigid bodies.

Minimum

3

Maximum

3

Grading Basis

Default Letter Grade; P/NP Option

Method of Assessment

Written Exam

Instructors

O'Reilly, Casey

American Cultures Requirement

No

Reading and Composition Requirement

None of the Reading and Composition Requirement
Prerequisite
Complete ALL of the following Courses:

Repeat Rules

Course is not repeatable for credit.

Credit Restriction Courses. Students will receive no credit for this course if the following the course(s) have already been completed.

-

Credit Replacement Courses. Upon passing, students can use the following course(s) to replace a deficient grade for this course.

-

Course Objectives

Introduce students to the notion of exploiting differential geometry to gain insight into the dynamics of a mechanical system. Familiarize the student with classifications and applications of generalized forces and kinematical constraints. Enable the student to establish Lagrange's equations of motion for a single particle, a system of particles and a single rigid body. Establish equivalence of equations of motion using the Lagrange and Newton-Euler approaches. Discuss the developments of analytical mechanics drawing from applications in navigation, vehicle dynamics, toys, gyroscopes, celestial mechanics, satellite dynamics and computer animation.

Student Learning Outcomes

a) An ability to apply knowledge of mathematics, science, and engineering. e) An ability to identify, formulate, and solve engineering problems. h) The broad education necessary to understand the impact of engineering solutions in a global and societal context. j) A knowledge of contemporary issues. k) An ability to use the techniques, skills, and modern engineering tools necessary for engineering practice. This course provides valuable training in the modeling and analysis of mechanical engineering systems using systems of particles and/or rigid bodies. It also serves to reinforce and emphasize the connection between fundamental engineering science and practical problem-solving.

Formats

Lecture, Discussion

Term

Fall and Spring

Duration (in weeks)

15

Minimum Hours

3

Maximum Hours

3

Minimum Hours

1

Maximum Hours

1

Outside Work Hours Min

5

Maximum Hours

5
Powered by Coursedog