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SE Physics Pd 1 [Mon Lab] & Pd 3
[Wed Lab]
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Content Covered
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NO SCHOOL
PRESIDENT'S DAY WEEKEND |
Proficiencies addressed:
22. Demonstrate the ability to use momentum, energy conservation and
the Work-Energy Theorem in the solving of appropriate physics problems. (CCCS
#5.2), (CCCS#5.7)
23. Demonstrate the ability to apply mechanical concepts and
conservation laws to systems in rotary motion. (CCCS#5.7)
11. Demonstrate an understanding of damped and undamped simple harmonic
motion, its relationship to rotary motion, the effects of forced
oscillations and the relationship of SHM to real world physical problems. (CCCS#5.7)
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Period 3 Only:
Review:
HW 6:2 #1-6 Rotational Energy Conservation
Give:
Quiz 6:2
Rotational Energy Conservation
Collect, Grade & Return: HW 6:2 #1-6 Rotational Energy Conservation
Introduce: Moment of Inertia via
Integration
Assign:
HW 67 #1-2 Moment of Inertia - Integration
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Tipler p296+: 1-22 Conceptual, 23 Estimation
27,29,33 Rotational Kinematics
37 Torque and T=I×a
43,45,47,49,53 Moment of Inertia
59,63,65 Rotational Kinetic Energy
69,71,73,75,76,77 Pulleys etc.
79,85,93 Rolling without Slipping
101,103,105,107 Rolling with Slipping
111,112,115,117,123,132 General Problems
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Period 1 Only:
Review:
HW 68 #6c-9 Parallel Axis/Plane Figure Theorems
Continue:
Parallel Axis/ Plane Figure Theorem - Demonstrate examples
Introduce:
Angular Momentum Conservation - Vector Nature of Angular Momentum - Isolated
object - System of Objects - Rolling Without Slipping
Assign:
HW 6:3 #1-2 Rotational Momentum Conservation
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Written assignments:
Simple Harmonic Motion
7:1 #1-15 Undamped SHM Graph
7:2 #1-11 Damped SHM Graph
7:3 #1-2 SHM Word Problems
Reading Assignments:
Rotational Motion
6:3a-d Rotational Energy Conservation
6:4a-k Angular Momentum Conservation |
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Period 1 Only:
Review:
HW 6:3 #3-4 Rotational Momentum Conservation
Announce:
Quiz 6:3 Angular
Momentum Conservation [NEXT Monday]
Introduce:
Simple Harmonic Motion as a Form of Rotational Motion - Introduce Lab 7:1
Simple Pendulum
Assign:
Tipler p296+:
27,29,33 Rotational Kinematics
37 Torque and T=I×a
43,45,47,49,53 Moment of Inertia
59,63,65 Rotational Kinetic Energy
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