Skip to content
PlayOwl

What If? Lab

What if buildings had different foundations?

Every building stands on a foundation that spreads its weight on the ground. What if the foundation were much smaller? Let's try it in Olly's lab!

A building's whole weight presses down through its foundation onto the ground. A wide foundation spreads that weight out, like snowshoes on snow. In our model, a 200-tonne building on sand is safe on a 40-square-meter footing. Shrink the footing to 8 square meters and it presses five times harder, more than the sand can take, so the building would sink and could crack or tilt.

Bearing pressure is q = mg ÷ A. In the model, 200 t on 40 m² gives 49 kPa, about half the 95.8 kPa presumptive allowable value for sand. On 8 m² the pressure is 245 kPa, 256% of the allowable value: in the model's settlement band, where the ground squashes too much. The smallest safe footing on sand is 20.5 m²; on crystalline bedrock the 8 m² footing would be safe.

Explore

The big question

Buildings are very heavy. They stand on a strong base in the ground called a foundation.

What if the foundation were tiny? Could the ground still hold the building up?

Every building rests on a foundation, the part underneath that sits on the ground and carries the building's weight down to it. You usually can't see it, but it is one of the most important parts of a building.

Foundations come in different sizes. In this lab, a 200-tonne building stands on sandy ground. Its foundation, or footing, touches 40 square meters of ground. What happens if you make the footing much smaller, just 8 square meters, without changing the building at all?

A shallow foundation (a footing) transfers a structure's load to the soil directly beneath it. The soil can safely carry only a limited pressure before it compresses too much or shears, so the footing's area must be matched to the load and to the ground.

This lab keeps a 200 t building on sand and changes only the footing area, from 40 m² to 8 m². It compares the resulting bearing pressure with the presumptive allowable pressure for sand used in the model.

Try the experiment

Make a prediction

Olly makes the building's foundation much smaller. The building is just as heavy. What will happen?

The footing shrinks from 40 to 8 square meters, but the building weighs the same. What happens on the sandy ground?

A 200 t building on sand moves from a 40 m² footing to an 8 m² footing. What does the model show?

  • Nothing changes: the building weighs the same
  • The ground is squeezed too hard and the building sinks
  • The building gets lighter
What you can change
ControlIn our worldWhat ifโ€ฆRange
Foundation size ยท How much ground the foundation presses on. A bigger footing spreads the weight, like snowshoes. 40 m² 8 m² 2โ€“500 m²
Ground under the building ยท What the foundation rests on. Soft clay can carry far less pressure than solid rock. 1 — 0โ€“4
Building mass ยท How heavy the whole building is, in tonnes, including everything inside it. 200 t — 10โ€“5000 t
  • Established fact

    The same push on a smaller spot presses harder.

    Pressure is force divided by the area it pushes on, so the same weight on a smaller area makes more pressure.

    Pressure is force per unit area perpendicular to the force, P = F ÷ A (OpenStax).

  • What the model shows

    In the model, the wide foundation is safe on sand.

    In the model, a 200-tonne building on a 40-square-meter footing presses on sand at about 49 kilopascals, about half the safe limit.

    200 t on 40 m² of sand: 49.1 kPa, 51% of the 95.8 kPa allowable value; smallest safe footing 20.5 m².

  • What the model shows

    In the model, the tiny foundation makes the building sink.

    In the model, an 8-square-meter footing presses about 245 kilopascals, two and a half times the safe limit, so the ground squashes and the building may crack or tilt.

    On 8 m²: 245 kPa, 256% of allowable; the model rates it settlement (more than the limit, under three times it).

  • Established fact

    A famous tower in Italy leans because the ground under it sank unevenly.

    The Leaning Tower of Pisa leans because its foundations settled unevenly in soft ground.

    The Leaning Tower of Pisa's lean was caused by uneven settling of its foundations in soft ground; stabilization (1990–2001) reduced it by 44 cm (Britannica).

A wide foundation

Our building has a wide foundation. It spreads the weight over lots of ground.

The sand can hold it easily. The building stands straight and safe.

Press play and watch the building go up, floor by floor. As it gets heavier, the pressure on the ground grows.

With a 40-square-meter footing, the finished building presses on the sand at about 49 kilopascals. The model says sand can safely carry about 96, so the building is using only about half of the safe limit. Safe. The model also says any footing bigger than about 20.5 square meters would be safe here.

The 200 t building weighs 1.96 MN; spread over 40 m² that is 49.05 kPa. The model's allowable pressure for sand is 95.8 kPa (2,000 pounds per square foot, from the presumptive table in the Residential Code of Ohio, based on the International Residential Code), so the footing uses 51% of it.

The smallest safe footing is A = mg ÷ q_allowable = 20.5 m². The model's verdict is safe.

Shrink the foundation

Now Olly makes the foundation much smaller. The same heavy building presses on a tiny bit of ground.

The sand can't hold that much push! In the model, the building sinks and could crack or tilt.

Shrink the footing to 8 square meters, one fifth of the area. The building weighs exactly the same, but now its weight is squeezed onto a fifth as much ground, so the pressure is five times as high: about 245 kilopascals.

That's about two and a half times what the sand can safely carry. The model says the ground would squash, so the building would sink and might crack or tilt. Watch the building go up: the pressure goes past the safe limit when the building is only about two fifths finished.

On 8 m² the bearing pressure is 245.3 kPa, 256% of the allowable 95.8 kPa. The model treats up to three times the allowable value as excessive settlement (cracking, tilting) and beyond that as bearing failure, so this case is rated 'settles'. During the five-second build, q passes the allowable value at 39% of the final mass.

The same 8 m² footing would be safe on crystalline bedrock (43% of 575 kPa), excessive on gravel (171%) and sedimentary rock (128%), and a bearing failure on clay (341%).

Why it happens

Push your hand flat on soft sand. Then push with one finger, just as hard.

The finger sinks in more! A small foundation is like the finger.

Pressure is how hard something pushes on each bit of area. It is the force divided by the area it is spread over. The same weight on a smaller area means more pressure on every square meter. That's why the sharp end of a needle can break the skin when a fingertip pushing just as hard can't.

Each kind of ground can only take so much pressure. Our model is simple: it uses one safe value for each type of ground from a building rulebook, and treats the weight as spread evenly. Its sinking and tilting drawings show the idea; it doesn't calculate how far the building sinks.

Pressure is P = F ÷ A, so at fixed load it is inversely proportional to area: one fifth of the area gives five times the pressure. Each soil class's allowable value is a presumptive one from a building code's table. The model treats it as a cautious limit, well below the pressure that would break the ground, which is why it has a band between 'safe' and 'gives way'.

Model limits: uniform pressure under a shallow footing; one value per soil class; no change with depth, groundwater, layering, footing size or depth; no settlement calculation; no deep foundations (piles). The Residential Code of Ohio uses its presumptive values only in place of a full geotechnical evaluation, and a building official can require a soil test where the soil is questionable.

Foundations for real

In Italy, there is a famous tower that leans to one side.

It leans because its foundation sank unevenly into soft ground.

The Leaning Tower of Pisa in Italy shows what can happen when the ground under a building gives a little. Building started in 1173, and the tower was already leaning after its first three floors were finished. Britannica explains that the lean came from its foundations settling unevenly in the soft ground.

Engineers began a big project to steady it in 1990. They carefully removed earth from underneath the foundations, and the lean was reduced by about 44 centimeters. The tower reopened to visitors in 2001.

Britannica describes the Leaning Tower of Pisa, begun in 1173, as famous for the settling of its foundations: the lean became apparent in the late 1170s after three of eight planned stories, caused by uneven settling in soft ground. Later builders made new stories taller on the short side, but the extra masonry made the structure sink further.

A stabilization project begun in 1990 siphoned earth from beneath the foundations, reducing the lean by 17 inches (44 cm) to 13.5 feet (4.1 m) from the perpendicular; the work was completed in 2001 and the tower reopened. It is a real case of the settlement this model only describes in words.

Amazing facts

  • The Leaning Tower of Pisa started leaning long ago.

    Building of the Leaning Tower of Pisa began in 1173, and it was already leaning after its first three floors.

    The lean became apparent in the late 1170s, after the first three of the tower's eight planned stories (Britannica).

  • Builders once tried to fix the lean by making one side taller.

    Later builders made the new floors of the Pisa tower a little taller on the short side to make up for the lean, but the extra stone made it sink even more.

    Giovanni di Simone made the upper stories slightly taller on the short side; the extra masonry caused further sinking (Britannica).

  • Rock can hold much more than soft clay.

    In the model, crystalline bedrock can safely carry eight times as much pressure as clay or silt.

    The model's presumptive values run from 71.8 kPa (1,500 psf) for clay and silt to 574.6 kPa (12,000 psf) for crystalline bedrock, a factor of 8.

Words to know

foundation
the bottom part of a building that carries its weight down to the ground
footing
the wide base of a foundation that sits on the ground
pressure
how hard something pushes on each bit of area; force divided by area
kilopascal
a unit of pressure: a thousand newtons on every square meter
settle
to sink slowly into the ground
bedrock
the solid rock under the soil

Discovery challenge

  1. Which foundation presses harder on the ground?

    The same building sits on a wide footing or a small one. Which presses harder on each square meter of ground?

    At fixed load, which footing gives the higher bearing pressure?

    • The small one
    • The wide one
    • They press the same
    Show the answer

    The small one

    The small one. All the weight is on a small spot.

    The small one, because the same weight is squeezed onto less area.

    The smaller one, since q = mg ÷ A: one fifth of the area gives five times the pressure.

  2. What happens with the tiny foundation on sand?

    In the model, what happens to the building on the 8-square-meter footing on sand?

    What is the model's verdict for 200 t on 8 m² of sand?

    • The ground squashes and the building sinks
    • Nothing at all
    • The building floats up
    Show the answer

    The ground squashes and the building sinks

    The sand squashes, and the building sinks.

    The pressure is about two and a half times the safe limit, so the ground squashes and the building may crack or tilt.

    'Settles': 245 kPa is 256% of the 95.8 kPa allowable value, below the model's three-times failure threshold.

  3. Why does the tower in Pisa lean?

    Why does the Leaning Tower of Pisa lean?

    What caused the Leaning Tower of Pisa's lean, according to Britannica?

    • Its foundations settled unevenly in soft ground
    • Strong winds pushed it over
    • It was built crooked on purpose
    Show the answer

    Its foundations settled unevenly in soft ground

    The soft ground under one side sank more.

    Its foundations settled unevenly in the soft ground while it was being built.

    Uneven settling of its foundations in soft ground, apparent by the late 1170s.

Experiments to try

Explore next

For parents & teachers

What children will learn

  • A building's foundation carries its weight down to the ground.
  • Pressure is force divided by area, so a bigger footing presses more gently.
  • Different ground can safely carry different pressures.
  • Ground that settles unevenly can make a building lean, as at the Leaning Tower of Pisa.

Recommended ages: 7 to 17 ยท About 15 minutes

Talk about it

  • Why do snowshoes help you walk on deep snow?
  • Why might a building on soft clay need a much wider foundation than one on rock?
  • What would engineers need to find out about the ground before they build?

Try at home or in class

  • Fill a tray with damp sand. Press a stack of books onto it through a small bottle cap, then through a wide plastic lid. Compare how deep each sinks.
  • Stand on soft ground or snow in sneakers, then on a flat board. Which leaves a deeper print?

Key vocabulary: foundation, footing, pressure, kilopascal, settle, bedrock

Where these facts come from

  1. College Physics 2e, §11.3 Pressure , OpenStax
  2. Leaning Tower of Pisa , Encyclopaedia Britannica
  3. Residential Code of Ohio, rule 4101:8-4-01 Foundations, Table 401.4.1 Presumptive Load-Bearing Values of Foundation Materials , State of Ohio, Board of Building Standards

Checked, not yet human-reviewed. Last updated October 24, 2026. Spotted a mistake? Tell us.