| Searching Current Courses For Fall 2023 |
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Course: |
EGG 2012
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Title: | Engineering Mech II (Dynamics) |
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Long Title: | Engineering Mechanics II (Dynamics) |
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Course Description: | Presents content in particle kinematics, including 2-D motion in x-y coordinates, normal tangential coordinates, and polar coordinates; rigid body kinematics, including relative velocities and relative accelerations; and rigid body kinetics, including the equation of motion, work and energy, linear impulse-momentum, and angular momentum. |
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Min Credit: | 3 |
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Max Credit: | |
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Origin Notes: | ACC |
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General Notes: | Updated course Desc/CLOs/TO effective the 202310 term. |
REQUIRED COURSE LEARNING OUTCOMES:
1. Apply principles of kinematics of a particle to calculate the motion of the particle.
2. Calculate the velocities and accelerations of rigid bodies in translation.
3. Calculate the velocities and accelerations of rigid bodies in rotation about a fixed axis.
4. Calculate the velocities and accelerations of rigid bodies in general plane motion.
5. Solve 2-D kinetics problems using Newton’s Laws.
6. Solve 2-D kinetics problems using the Work-Energy method.
7. Solve 2-D kinetics problems using the Impulse-Momentum method for linear motion.
8. Solve 2-D kinetics problems using the Impulse-Momentum method for angular motion.
9. Apply scalar and vector concepts to a variety of problems.
10. Construct appropriate free-body diagrams.
TOPICAL OUTLINE:
I. Particle kinematics
A. Position, velocity and acceleration relationships
B. Coordinate systems
1. Cartesian coordinates
2. Normal-tangential coordinates
3. Polar coordinates
II. Newton’s Laws for particles and systems
III. Work and energy for particles and systems
A. Work-Energy theorem
B. Conservation of energy
C. Power
IV. Impulse-Momentum systems
A. Linear Impulse-Momentum
B. Angular Impulse-Momentum
V. Kinematics of planar rigid bodies
VI. Newton’s Laws for rigid bodies
A. Newton’s Force Law
B. Newton’s Moment Law
C. Motion of rigid bodies
1. Translation
2. Rotation about a fixed axis
3. General plane motion
VII. Work and energy for rigid bodies
A. Work-Energy theorem
B. Conservation of energy
C. Power
VIII. Impulse-Momentum for rigid bodies
A. Linear Impulse-Momentum
B. Angular Impulse-Momentum
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Arapahoe Community College |
ACC |
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Front Range Community College |
FRCC |
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Pikes Peak State College |
PPCC |
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Red Rocks Community College |
RRCC |
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