Mechanics including oscillations and waves. With lab. Accompanying optional problem-solving session: PHYS 030. Prerequisite: MATH 021 or MATH 023.
Dates: May 20 - June 28, 2019; Cross listed with PHYS 31 Z1; Open to Global Gateway Students only; Instructor permission required
A calculus-based course that explores kinematics Newton's Laws for linear and rotation dynamics, potential energy and conservation laws, oscillations and propagation of mechanical waves. The course is tailored for engineering freshmen needs in a flipped class format. It is a 4 credit course that includes a mandatory Lab section. Student may opt to enroll in a recitation section, Phys 30, for one additional credit. Pre-requisite: Math 21
Successful students will be able to: 1. Manipulate vector physical quantities and analyze graphs 2. Perform a quantitative analysis of linear and rotational motion. 3. Draw a free-body diagram of particles and rigid bodies and employ Newton’s laws to calculate acceleration or work done by various bodies or systems of particles 4. Employ energy and momentum concepts and conservations laws to find physical quantities that describe kinematics and dynamics of various bodies or systems of particles 5. Calculate moment of inertia and center of mass for rigid bodies 6. Apply the fundamental kinematics, dynamics and energy concepts (see objectives 1-4) to study harmonic oscillations and mechanical waves. 7. Conduct and troubleshoot experiments that investigate the physical phenomena and principles explored in 1-6. 8. Effectively communicate the results of these experiments, subsequent data analysis and conclusions in a written report
Living/Learn A A161 (View Campus Map)
to on Monday, Tuesday, Wednesday and Thursday
Note: These dates may change before registration begins.
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|PHYS 012 Z1||Physics: Elementary Physics||to||Mon|
|PHYS 021 Z1||Physics: Introductory Lab I||to||Mon|
|PHYS 021 Z2||Physics: Introductory Lab I||to||Tue|
|PHYS 022 Z1||Physics: Introductory Lab II||to||Mon|
|PHYS 031 Z1||Physics: Physics for Engineers I||to||Mon|
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