: Analysis of rotational systems, including centrifugal and centripetal acceleration.
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Detailed methodologies for analyzing trusses (method of joints and method of sections), frames, and machines.
Needed for deriving kinematic relationships and calculating centroids/moments of inertia.
1. Introduction to Verreyne and Snyman's Engineering Mechanics
Mathematical determination of geometric centers and mass/area moments of inertia, which are critical for future studies in the strength of materials. Part II: Dynamics
Computing the Area Moment of Inertia and Mass Moment of Inertia. Utilizing the Parallel-Axis Theorem to shift inertial axes. Part 2: Dynamics
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Applying force-acceleration, energy, and momentum methods to rotating and translating bodies. 3. The Significance of the "Extra Quality" Content
Rectilinear and curvilinear motion, using rectangular, normal-tangential, and polar coordinates. Kinetics of Particles: Newton's Second Law ( ), Work-Energy principles, and Impulse-Momentum methods.