Predict the physics: what happens when you let go?
A chain leaps out of a jar before it falls. A water drop lasts longer on a hotter pan. A handle spun in orbit flips over and back on its own. A ball on the longer, curvier track wins the race. Each question gives you the setup as a diagram. Read it, commit to an answer, then watch the demonstration.
Questions
- Not answered. You pull one end of a long bead chain out of a jar on a high shelf and let it fall to the floor. Once the chain is flowing, what happens where it leaves the jar?
- Not answered. Tension pulls along a chain, so it cannot lift a bead above the rim it is being pulled over. Where does the upward force on the beads come from?
- Not answered. You move the same jar and chain from a shelf 1 m above the floor to a shelf 2 m above it. What happens to the height of the arc above the jar?
- Not answered. You run the experiment again with a limp silk cord of the same mass per metre in place of the bead chain. What do you see?
- Not answered. A drop of water on a pan at 150 °C is gone in a second or two. You heat the same pan to 250 °C and add an identical drop. How long does this one last?
- Not answered. Why does the hotter pan take so much longer to boil the same drop away?
- Not answered. Roughly how hot does a smooth steel surface have to be before a water drop stops wetting it and starts to levitate on its own vapour?
- Not answered. A hot plate well above the Leidenfrost point is machined with sawtooth teeth that all lean the same way. You set a levitating drop down on it. What does the drop do?
- Not answered. A pot of water with an electric heater in it is already boiling hard. You keep dialling the power up. What happens to the temperature of the heater's own surface?
- Not answered. A cosmonaut spins a T-shaped handle about its intermediate axis and lets it float free. What does the handle do next?
- Not answered. Which free spins of a rigid body with three different moments of inertia hold their orientation?
- Not answered. While the handle flips over and back, nothing touches it. Which of these stay constant?
- Not answered. You toss a phone three ways: a flat spin about the axis out of the screen, a roll about the axis down its long edges, and an end-over-end flip about the axis across its short edges. Which toss lands with the screen facing the other way?
- Not answered. Explorer 1 launched in 1958 spinning at 750 rpm about its long axis, the axis with the smallest moment of inertia. It was soon tumbling instead. What went wrong?
- Not answered. Three frictionless tracks join the same two points, A above and B lower and off to one side. Identical balls start from rest on all three at the same instant. Which one reaches B first?
- Not answered. The winning track is longer than the straight ramp. Why does the extra distance not cost it the race?
- Not answered. What is the name of the curve that solves this problem, the one traced by a point on the rim of a wheel rolling along a straight line?
- Not answered. You release two beads from rest at different heights on the same cycloid trough. Which one reaches the bottom first?
- Not answered. Now B sits far off to the side. The sideways distance from A is three times the drop from A down to B. Where does the fastest frictionless track go?