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World's Longest Straw

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

Suction through a straw is driven by a pressure difference between atmospheric pressure and the reduced pressure in the mouth.

Briefing

A “world’s longest straw” challenge turns into a lesson on the physics of suction: no matter how determined someone is, the maximum height a person can lift a liquid with a straw is capped by atmospheric pressure and the weight of the liquid column. The experiment first demonstrates that sucking through long tubing is possible—then shows where it breaks down.

In the opening round, straws are taped together and tested at about 1 meter, where air leaks at the joints make the setup unreliable. The team switches to a 6-meter length of plastic tubing and runs a controlled comparison: Nigel attempts to suck coke up the full length, while another attempt uses thicker tubing (about 5 mm diameter versus Nigel’s 3 mm). Nigel succeeds with the 6-meter tubing, reaching the full height and drawing cheers—confirming that suction can pull liquid surprisingly far when the path is sealed and the diameter is workable.

The next challenge pushes toward the theoretical limit. At Tamarama Beach, 10.5 meters of tubing runs from the top of a cliff down to a reservoir of red liquid. Nigel starts sucking, but the liquid stalls around 7 meters rather than rising to the expected maximum near 10 meters. The failure isn’t framed as a lack of effort; it’s treated as a limitation of real-world suction. The “theoretical maximum” assumes a perfect vacuum in the mouth—an ideal that humans can’t actually produce.

That gap leads into the core explanation: a straw doesn’t “pull liquid” by magic. It works because lowering pressure in the mouth creates a pressure difference relative to atmospheric pressure. Atmospheric pressure then pushes the liquid up into the region of lower pressure. The height the liquid reaches depends on balancing the pressure difference against the weight of the liquid column inside the straw.

Using the physics of pressure and fluid weight, the maximum vertical lift comes out to about 10.3 meters for water-like conditions, even with a perfect vacuum. The transcript connects this to historical barometer measurements: atmospheric pressure was once measured by how high it could push mercury in a tube—about 760 millimeters of mercury at standard pressure. Mercury’s high density makes the required tube length manageable; doing the same with water would require an impractically tall “barometer,” on the order of a ten-meter cliff.

By the end, the challenge lands on a clear takeaway: the longest straw isn’t limited by technique or even tubing diameter alone, but by the fundamental ceiling set by atmospheric pressure and the inability to create a perfect vacuum. Nigel’s best attempt reaches roughly 7 meters—impressive, but still below the 10.3-meter theoretical limit—turning a stunt into a quantitative demonstration of how suction really works.

Cornell Notes

The straw challenge demonstrates that suction is limited by physics, not willpower. Lowering pressure in the mouth creates a pressure difference versus atmospheric pressure, and that difference pushes liquid up the straw until it balances the weight of the liquid column. Nigel succeeds at 6 meters using sealed tubing, but stalls around 7 meters when the setup stretches to 10.5 meters. The theoretical maximum vertical lift is about 10.3 meters, assuming a perfect vacuum—an ideal humans can’t reach. The experiment also links to barometer history, where atmospheric pressure was measured using mercury because its density makes the tube length practical.

Why can a straw lift liquid upward at all?

A straw works like a pressure-driven tube. When someone sucks, the pressure in the mouth drops below atmospheric pressure. That pressure difference creates a net force that pushes the liquid upward into the lower-pressure region. The liquid rises until the pressure difference is balanced by the hydrostatic pressure from the liquid column’s weight.

What role do leaks and tubing joints play in long-suction attempts?

Early tests with taped straws at about 1 meter fail to behave cleanly because air flows through gaps at the joints. Those leaks reduce the effective pressure difference the suction can maintain, making it harder to lift liquid. Switching to a single 6-meter tubing run improves sealing and lets the suction work as intended.

How did tubing diameter affect the results?

The transcript compares Nigel’s 3 mm tubing to a thicker 5 mm tubing attempt. The key point is that diameter can change how easily air and liquid move through the tube, but the dominant limiter for extreme heights is still the pressure-vacuum limit set by atmospheric pressure and the achievable vacuum level.

Why didn’t the 10.5-meter attempt reach the theoretical maximum?

The theoretical maximum assumes a perfect vacuum inside the mouth. In practice, a person can’t create a perfect vacuum, so the pressure difference is smaller than ideal. As a result, the liquid stalls below the calculated limit—around 7 meters in the cliffside setup.

How does the 10.3-meter limit connect to barometers and mercury?

Atmospheric pressure can be expressed as the height of a mercury column it can support: about 760 millimeters of mercury at standard pressure. Mercury’s high density means the required column height is manageable. If water were used instead, the corresponding “barometer” would need a much taller tube—roughly on the order of ten meters—matching the scale of the straw’s theoretical maximum.

Review Questions

  1. What physical quantities must balance for a liquid column to stop rising in a straw?
  2. Why does the theoretical maximum vertical lift assume a perfect vacuum, and why is that assumption unrealistic?
  3. How do atmospheric pressure measurements using mercury help explain why the straw limit lands near 10 meters?

Key Points

  1. 1

    Suction through a straw is driven by a pressure difference between atmospheric pressure and the reduced pressure in the mouth.

  2. 2

    Liquid rises until the pressure difference equals the hydrostatic pressure from the weight of the liquid column.

  3. 3

    Sealing matters: leaks at joints can prevent the pressure difference from building and reduce lift height.

  4. 4

    A 6-meter sealed tubing setup can succeed, but extreme heights expose the limits of achievable vacuum.

  5. 5

    The theoretical maximum vertical lift is about 10.3 meters under ideal conditions (perfect vacuum).

  6. 6

    In a real cliffside test with 10.5 meters of tubing, the liquid stalled around 7 meters because a perfect vacuum isn’t attainable.

  7. 7

    Mercury barometers work at practical heights because mercury is much denser than water, linking atmospheric pressure to the same scale as the straw limit.

Highlights

Nigel successfully pulled coke up 6 meters of sealed tubing, showing suction can lift liquid far beyond typical straw use.
When the tubing length jumped to 10.5 meters, the liquid stalled around 7 meters—below the ~10.3-meter theoretical ceiling.
The “longest straw” limit comes from balancing pressure difference against the weight of the liquid column, not from technique.
The ~10.3-meter figure aligns with atmospheric-pressure concepts used in barometers, where mercury’s density makes the measurement feasible.

Topics

  • Straw Physics
  • Atmospheric Pressure
  • Vacuum Limits
  • Hydrostatic Pressure
  • Barometer History

Mentioned

  • Nigel