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3 Perplexing Physics Problems

Veritasium·
4 min read

Based on Veritasium's video on YouTube. If you like this content, support the original creators by watching, liking and subscribing to their content.

TL;DR

Shaking a carbonated drink doesn’t meaningfully raise headspace pressure; it mainly adds nucleation sites (tiny bubbles) in the liquid.

Briefing

A shaken carbonated drink doesn’t need a pressure boost to “explode”—it’s the sudden availability of tiny gas bubbles that turns a slow, equilibrium process into a rapid one. After a soda bottle sits for days at room temperature, the dissolved CO2 in the liquid is in equilibrium with the CO2 gas in the headspace, around 3 atmospheres (about 330 kPa). Shaking doesn’t meaningfully change that headspace pressure for typical bottles; instead, it introduces nucleation sites—microscopic air bubbles—into the liquid. When the bottle is opened and the external pressure drops to ~1 atmosphere, those bubbles expand and also provide surfaces where dissolved CO2 can come out of solution quickly. The result is a fast surge of fizz that can overflow the container.

That same theme—how hidden physical conditions control outcomes—runs through two other “perplexing” demonstrations. In the ice-melting challenge, identical ice cubes behave differently in fresh water versus saltwater: the cube in fresh water melts faster. The explanation hinges on density-driven convection. As the ice melts, the cold meltwater is denser than the surrounding fresh water, so it sinks and pulls warmer water down to the ice, accelerating melting. In saltwater, the cold meltwater is less dense relative to the salty surroundings, so it tends to linger near the ice and insulate it from warmer water, slowing the melt. To make the flow visible, colored ice and dye are used to track the currents, showing strong downward streaming in fresh water and much weaker circulation in the saltwater case.

The third problem looks like a trick until the mechanics are understood: a metal ring dropped onto a closed loop of chain usually falls off, yet it can be made to “lock” onto the chain. The key is release timing and rotation. Letting the ring go from one side first—rather than dropping it symmetrically—introduces about a quarter-turn of rotation (~90 degrees). As the ring slides down, parts of it ride up the chain links and then, near the bottom, the geometry and motion cause the ring to snap into a position where it becomes trapped, effectively “sucked” into the middle and then pulled around to lock.

Taken together, the problems emphasize that everyday surprises often come down to equilibrium versus non-equilibrium behavior, density-driven fluid motion, and how small changes in initial conditions can redirect motion. Shaking a soda bottle, adding salt to water, or releasing a ring a fraction differently each changes the microscopic pathways—nucleation sites, convection currents, or rotational alignment—that determine what happens next.

Cornell Notes

Shaken carbonated drinks can overflow without any real increase in headspace pressure. After a bottle sits, dissolved CO2 and gas in the headspace are in equilibrium at about 3 atmospheres; shaking mainly adds nucleation sites (tiny bubbles) that let CO2 come out of solution rapidly once pressure drops on opening. In the ice experiment, fresh water melts faster because cold meltwater is denser than the surrounding liquid, driving convection that brings warm water to the ice. In saltwater, the cold meltwater is relatively less dense, so it stays near the ice and insulates it, slowing melting. A ring can also lock onto a closed chain loop when released in a way that induces rotation, letting the ring snap into a trapped geometry.

Why doesn’t shaking a carbonated bottle increase the pressure in the headspace?

For a sealed soda bottle that has sat for days, dissolved CO2 in the liquid is in equilibrium with CO2 gas in the headspace. That equilibrium depends mainly on temperature and the headspace gas pressure, not on how the liquid is stirred. Typical bottles sit around ~3 atmospheres (about 330 kPa), and shaking doesn’t significantly change that headspace pressure.

What actually makes a shaken soda overflow more easily?

Shaking introduces nucleation sites—tiny air bubbles clinging in the liquid. When the bottle is opened, the pressure drops from ~3 atmospheres to ambient (~1 atmosphere). Those nucleation bubbles expand and also provide surfaces for dissolved CO2 to come out of solution quickly, producing a rapid burst of fizz that can overflow.

How does saltwater slow ice melting compared with fresh water?

As ice melts, the cold meltwater forms. In fresh water, that cold meltwater is denser than the surrounding liquid, so it sinks and triggers convection that brings warmer water up to the ice, speeding melting. In saltwater, the cold meltwater is relatively less dense than the surrounding salty water, so it doesn’t sink away; it stays near the ice and acts like insulation, slowing the melt.

How can a ring lock onto a closed loop of chain even though it normally falls off?

The ring needs the right release conditions. Letting it go from one side first introduces rotation (about 90 degrees). As the ring slides down, parts of it ride up the chain links and then, near the bottom, the motion and geometry cause the ring to snap into a trapped position around the chain.

How can nucleation sites be added without shaking?

Dropping in Mentos provides rough surfaces that act as nucleation sites. The increased nucleation accelerates CO2 release, creating a stronger, faster “soda fountain” effect.

Review Questions

  1. Explain the difference between equilibrium and non-equilibrium conditions in the carbonated-drink scenario, and how that difference changes CO2 release rates.
  2. Use density and convection to predict which environment (fresh water or saltwater) should produce faster ice melting and why.
  3. Describe how rotation and release asymmetry enable a ring to become trapped on a closed chain loop.

Key Points

  1. 1

    Shaking a carbonated drink doesn’t meaningfully raise headspace pressure; it mainly adds nucleation sites (tiny bubbles) in the liquid.

  2. 2

    A sealed soda bottle sitting at room temperature reaches equilibrium where dissolved CO2 matches the CO2 pressure in the headspace (about 3 atmospheres).

  3. 3

    Opening the bottle drops pressure to ambient, letting CO2 come out of solution rapidly when nucleation sites are present, causing overflow.

  4. 4

    Fresh water melts ice faster because cold meltwater is denser and sinks, driving convection that brings warmer water to the ice.

  5. 5

    Saltwater slows melting because cold meltwater is relatively less dense than the surrounding salty solution, reducing convection and insulating the ice.

  6. 6

    A ring can lock onto a closed chain loop when released asymmetrically so rotation (~90 degrees) and sliding geometry cause it to snap into a trapped configuration.

  7. 7

    Rough surfaces like Mentos can create nucleation sites and trigger faster CO2 release without shaking.

Highlights

The “explosion” of a shaken soda comes from faster CO2 nucleation after opening—not from a higher initial pressure.
Salt doesn’t just “change melting”; it alters density-driven convection so cold meltwater either sinks (fresh water) or lingers near the ice (saltwater).
A ring’s lock on a closed chain depends on release-induced rotation and the ring’s sliding geometry near the bottom of the loop.

Topics

  • Carbonated Drinks
  • Nucleation Sites
  • Ice Melting
  • Density Convection
  • Ring and Chain Mechanics

Mentioned