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| | Course Title and number CE 035 - Statics
Catalog Description: Force systems, moments, equilibrium, centroids, and moments of inertia
Prerequisites/Corequisites: MATH 007C (may be taken concurrently), M E 025, PHYS 004A Vectors in two and three dimensions Dot and cross product of vectors Solution of a linear system of equations Maximum and minimum values of functions Differentiation and integration Definite integrals, double and triple integrals Surface area, volume, center of gravity, moment of inertia
Textbook and Other Required Material: J. L. Meriam, L. G. Kraige, Engineering Mechanics STATICS, 4th edition, 1997
Course Objectives: The objectives of the course are to: - teach students basic knowledge of Engineering Mechanics Statics
- develop student's analytic ability to apply knowledge to basic engineering statics problems
- encourage students to communicate their work effectively
Topics Covered: - Force systems two and three dimensional force systems
- Moments, couples and force resultants
- Equilibrium of rigid bodies, mechanical system isolation, equilibrium conditions in two and three dimensions
- Structures, equilibrium of plane trusses and two dimensional machines and frames
- Dry friction and applications to wedges and screws
- Distributed forces, centroids, center of gravity, center of mass, composite bodies
- Moment and product of inertia and rotation of axis
- Moment and product of inertia and rotation of composite areas
Outcomes: Students completing the course will be able to: - determine equivalent force systems in two or three dimensions
- determine resultant of force systems in two or three dimensions
- isolate physical model of problems to apply equilibrium equations
- solve equilibrium of determinant physical models of rigid bodies, trusses and machines and frames
- isolate the model of basic dry friction phenomena and also apply to wedges and screws
- compute center of gravity, center of mass and centroids of one, two and three dimensional bodies
- compute center of gravity, center of mass and centroid of composite bodies
- determine the moment and product of inertia of areas by single or double integration
- determine the moment and product of inertia of complex areas by composite areas
- determine by rotation of axis the orientation of maximum and minimum moment of inertia
Class/Laboratory Schedule: One hundred minutes of lecture per week One hundred minutes of activity per week
Contribution of Course to Meet the Professional Component: Engineering Science: Three units This course meets the ABET criteria: - an ability to apply knowledge of mathematics, science, and engineering
- an ability to identify, formulate, and solve engineering problems
- an ability to communicate effectively
Relationship of Course to Program Objectives: The course supports the achievement of the following program objectives: - to provide a broad-based education in mathematics, the sciences, engineering sciences and design, and humanities and social sciences
- to provide a rigorous, well-balanced, comprehensive and contemporary curriculum stressing fundamentals common to many fields of civil engineering, and a general education component with breadth and depth of study in the humanities and social sciences
- to develop skills of oral and written communication, critical thinking, and leadership which are important to a successful professional life
Assessment: Homework collected weekly and graded Minimum of 8 - 30 minute quizzes during activity periods 4 50 minute tests per semester Two hour comprehensive final exam Survey of student's perception of learning at the end of the semester | |
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