This is a library of my video lessons listed by chapter.
Once you click on a video, you are taken to YouTube. In the description of the video on the YouTube page, you can find links
to slides from the video and a video storyboard. The storyboard is a timeline of the video to help you find information quickly.
All the accompanying notes for each lesson are found here.
Chapter 2
2.3 - 2.5 Position and Displacement, Average Velocity and Average Speed,
Instantaneous Velocity and Speed (11:25)
sample problem 2-2 (15:10)
The Difference Quotient Formula (10:58)
- calculating the slope of a curve at a specific point
2.6 Acceleration (10:05)
watch Colonel J.P. Stapp undergo tremendous g forces (3:58)
2.7 Constant Acceleration: A Special Case (8:08)
- a review of the Equations of Motion
2.9 Free-Fall Acceleration (3:30)
Chapter 3
3.2 - 3.6 Vectors: Adding Geometrically,
Adding mathematically with components, Unit Vectors (25:31)
Chapter 4
4.2 Position & Displacement (12:50)
4.3 - 4.4 Average Velocity and Instantaneous Velocity, Avg. Acceleration and Inst. Acceleration (13:36)
4.5 Projectile Motion (7:19)
4.6 Projectile Motion Analyzed & Projectile Motion Rules (17:22)
4.8 Relative Motion (15:58)
Chapter 5
5.2 - 5.6 Newton's First Law, Force, Mass, and Newton's Second Law (24:08)
5.7 Some Particular Forces (and introduction to Force Diagrams) (16:07)
5.9 Applying Newton's Laws with force diagrams (12:32)
Atwood's Machine Analysis (9:50)
Chapter 6
6.2 - 6.3 Friction (15:31)
Friction on Inclined Planes (21:31)
6.4 The Drag Force and Terminal Speed (5:53)
6.5 Uniform Circular Motion - Finding the Acceleration Vector (8:00)
Examples of Uniform Circular Motion analysis (24:10)
UCM concepts (14:53)
Chapter 7
7.3 - 7.5 Kinetic Energy, Work, & the Work - Kinetic Energy Theorem (21:22)
Hear the story of William Crush crashing two locomotives head-on (2:54) as seen on p.142
7.6 Work Done by the Gravitational Force (8:03)
7.7 Hooke's Law Basics (7:31) A review from first year physics of Hookes' Law for ideal springs
Work Done by the Spring Force (12:41)
7.8 - 7.9 Work by a General Variable Force & Power (14:00)
Chapter 8
8.1 - 8.5 Potential Energy & Conservation of Energy (20:28)
8.6 Reading a Potential Energy Curve (16:40)
8.7-8.8 Work Done on a System by an External Force & Conservation of Energy (18:56)
Chapter 9
9.2 Center of Mass (19:43)
Stability demonstrations (18:07)
9.3 Newton's Second Law for a System of Particles (8:57)
example - c.o.m. maintains constant velocity in the absence of external forces
9.4 - 9.6 Linear Momentum, Collisions, & Impulse (16:23)
9.7 Conservation of Linear Momentum (16:24)
9.8 Momentum and Kinetic Energy in Collisions (12:59)
9.9 Inelastic Collisions in One Dimension (6:11)
9.10 Elastic Collisions in One Dimension (17:05)
Chapter 10
10.2 The Rotational Variables (11:12)
10.3 - 10.5 Combined lessons in one video including problem #7 from p.266 (17:28)
10.3 Are Angular Quantities Vectors? (4:08)
10.4 Angular Equations of Motion (4:03)
10.5 Relating Linear / Angular Variables (4:01)
10.6-10.7 Kinetic Energy of Rotation, Calculating the Rotational Inertia (10:27)
A few examples of how rotational inertia equations are derived (16:53)
Proof of the Parallel Axis Theorem (3:40 )
10.8 Torque (11:03)
10.9 Newton's Second Law for Rotataion (4:39)
Sample problem 10-9 on p.258 (6:07)
10.10 Work and Rotational Kinetic Energy (13:13)
Chapter 11
11.2 Rolling as Translation and Rotation Combined (13:29)
11.3 The Kinetic Energy of Rolling (2:34)
11.4 The Forces of Rolling (26:28)
The Great Solid Sphere Race (5:06)
11.6 Torque Revisited (7:08)
11.7 Angular Momentum (8:27)
11.10-11.11 Conservation of Angular Momentum (5:49)
Chapter 12
12.2 - 12.5 Static Equilibrium (15:05)
Static equilibrium and torques on barbells in the weight room (15:19)
Chapter 13
13.2 Newton's Universal Law of Gravitation (16:57)
13.3 Gravitation and the Law of Superposition (8:47)
13.4 Gravitation Near Earth's Surface (7:10)
13.5 Gravitation Inside the Earth (5:23)
13.6 Gravitational Potential Energy (12:05)
Chapter 15
15.1 - 15.3 Simple Harmonic Motion and the Force Law for SHM (27:58)
Demonstration relating period of spring oscillation to spring constant (9:17)
Finding k constant, predicting period and calculating mass in spring oscillations (15:27)
15.4 Energy in Simple Harmonic Motion (7:16)
15.6 Pendulums
Springs, Pendulums, and Harmonic Oscillators by Walter Lewin of MIT (48:00)
15.7 Plotting Sinusoidal Functions (15:53)