The course map.
Eight units — four per semester — the labs that anchor them, and the two-day rhythm that runs every week of the year. This is the planner’s view — the whole course on one page.
Two days a week, and the work between them.
Every unit runs on the same rhythm: Concept Day → [student works at home] → Experiment Day → [student synthesizes at home] → next Concept Day. One day forces a choice between depth and breadth; two days allow both. More than two crowds out the at-home work where integration actually happens.
Concept Day
- Arrival & warm-up — reconnect with the prior session
- Pre-lecture discussion — surface what the at-home reading raised
- Direct instruction — micro-lectures, worked problems, demonstrations
- Problem set / model work — apply the concept, solo or in pairs
- Misconception sweep & wrap-up — correct common errors, preview the lab
Guide's role: Socratic and diagnostic. Student's role: active participation; pre-reading required.
Experiment Day
- Pre-lab briefing — the question, the procedure, the safety
- Safety check — goggles, secured masses, clear runways; explicit, every time
- Setup — track, timers, apparatus, partner assignment
- Execution — the lab itself; the guide circulates and coaches
- Debrief & lab notebook — completed before the student leaves
- Teardown & reset — apparatus returned to standard; non-negotiable
Guide's role: safety officer first, teacher second. Student's role: the lab notebook is THE artifact — predictions before results.
From how things move to how forces flow.
The sequence is deliberate: each unit assumes the one before it. Click any unit to open its mastery rubric — the standard a student demonstrates against to advance.
| Unit | Big ideas | Anchor lab(s) | Integrates with |
|---|---|---|---|
| 01 · Kinematics | Position, velocity, acceleration, motion graphs, free fall | Motion on a track (photogates); video analysis of free fall | Galileo’s inclined planes & the birth of the science of motion (history, reading); applied math: slopes & areas of motion graphs |
| 02 · Dynamics & Newton’s Laws | Forces, Newton’s three laws, friction, free-body diagrams | Force table; Atwood machine; friction on an incline | Newton’s Principia & the clockwork universe (history, reading); vectors & simultaneous equations |
| 03 · Circular Motion & Gravitation | Centripetal force, orbits, universal gravitation | Conical pendulum; centripetal-force apparatus | Kepler, Newton & the heavens (history, geography); ratios & inverse-square reasoning |
| 04 · Energy & Work | Work, kinetic & potential energy, conservation, power | Energy on a ramp; spring potential energy; pendulum energy | Joule, Watt & the age of the engine (history, economics); areas under curves & algebra |
| 05 · Momentum & Collisions | Impulse, conservation of momentum, elastic & inelastic collisions | Collision carts (elastic & inelastic); impulse on a track | Rocketry & the space race (history, geography); vector sums & algebra |
| 06 · Simple Harmonic Motion | Oscillations, springs, pendulums, period & frequency | Mass–spring period; simple-pendulum period study | Galileo, Huygens & the pendulum clock (history, technology); square-root relationships & graphing |
| 07 · Torque & Rotational Motion | Torque, rotational inertia, angular momentum, equilibrium | Meter-stick balance; rotational-inertia study | Levers from Archimedes to the machine age (history); moments & proportional reasoning |
| 08 · Fluids & Pressure | Density, pressure, buoyancy, Archimedes’ principle, continuity | Buoyancy & Archimedes’ principle; flow & pressure | Archimedes, Pascal & Bernoulli (history, reading); density & pressure math |
Every unit carries the core spokes — History, Reading, and Writing — anchored to the story in the integration guide. The column above names each unit’s distinctive spokes; geography and soft social studies run where they fit, and students pick from elective spokes (data, ethics, economics, technology, art). An applied-math lane runs through every unit too — math used in service of the physics, never as a separate program.
Where mastery gets proven in person.
Three times across the year, the student steps up to a demonstration that cannot be faked, outsourced, or generated. These are the AI-proof core of the course — understanding, shown in real time, against a rubric, in front of a guide.
Apparatus build-and-defense
Design and build a working apparatus to measure a quantity — then defend the design, the data, and the sources of error, out loud, under questions.
Timed prediction-and-test
From measurements, predict where a projectile lands or how a collision resolves — then run it live, under time pressure, and account for the difference.
Oral lab-notebook defense
Walk a guide through your own notebook: the question, the method, the data, the anomalies, the interpretation.