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Archimedes’ Principle.

Change a sealed object’s mass and exterior volume to make it float in two fluids.

Interactive experimentintuitiveField note ·
INTERACTIVE EXPERIMENT / P10

Archimedes’ Principle

Change a sealed object’s mass and exterior volume to make it float in two fluids.

PLAY & EXPLAIN

Build an ideal sealed object. Its average density depends on total mass and exterior displaced volume, including any sealed air space.

120
530
Fluid
Object average density (kg/m³)
800.00
Maximum supported mass (kg)
10.00
Buoyant force at shown immersion (N)
78.48
Outcome
Floats

Archimedes’ principle uses displaced fluid mass. The model neglects surface tension, compressibility and shape-dependent stability; a sinking object is shown at full immersion, not with a calculated sinking speed.

Surface tension, compression and stability against rolling are omitted. A sinking object is shown fully immersed without an estimated sinking speed.

THE SHORT VERSION

Archimedes’ Principle, explained.

Archimedes’ principle states that buoyant force equals the weight of displaced fluid.

01 / THE MECHANISM

Why it happens

A floating object displaces enough fluid to balance its weight. If its mass exceeds fluid density times total exterior volume, full immersion cannot support it; water and light oil supply different capacities.

Archimedes’ principle states that buoyant force equals the weight of displaced fluid.

Read the result

Compare total mass with maximum displaced-fluid mass. Floating immersion adjusts to weight; full immersion supplies only the maximum available buoyant force.

02 / FOLLOW IT THROUGH

A worked example

Float the same sealed object in two fluids

  1. Choose mass eight kilograms and exterior volume ten litres in water.

  2. Inspect partial immersion with support capacity ten kilograms, then switch to oil of density eight hundred.

  3. The same object reaches neutral full immersion in the oil rather than retaining the water immersion fraction.

OPTIONAL DEEPER DETAILGo deeper: inside the model

Inside this model

A floating object displaces enough fluid to balance its weight. If its mass exceeds fluid density times total exterior volume, full immersion cannot support it; water and light oil supply different capacities.

03 / BEYOND THE EXPERIMENT

Where this idea is useful

A practical use

Explain why a sealed hollow object can float even when its shell material is dense.

CHECK YOUR INTUITION

A common misconception

THE TEMPTING CONCLUSION

“Only the shell material’s density determines whether a sealed object floats.”

THE MORE USEFUL DISTINCTION

The average density of total mass over exterior displaced volume includes sealed air space and determines this ideal comparison.

What this explanation leaves out

  • Surface tension, compression and stability against rolling are omitted. A sinking object is shown fully immersed without an estimated sinking speed.
ONE MORE QUESTION

Does the shown position predict sinking speed?

No. A sinking object is drawn fully immersed; drag, acceleration and shape-dependent stability are not calculated.

TAKE THE IDEA WITH YOU

Which exterior volume actually displaces the surrounding fluid?

Associated thinkers

Associated withArchimedes ↗

Associations marked provisional are awaiting source review.

Further reading

Explore the original research or the teaching reference behind this experiment.