Log in Sign up
Back to Discover
⚛️

Communicating vessels

physical science Maturity 5-7

Water likes to stay flat. If you join cups with a pipe, the water stays at the same level. It does not matter if the cups are big or small. This helps water move to your house. It is like magic! Do you see water in pipes?

48 words

Imagine many cups joined by a tube. If you fill them, the liquid stays flat.

ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif
It reaches the same level in every cup. This happens even if the cups are different. One cup might be tall and thin. Another might be short and wide. Gravity pulls the liquid down the same way. This helps move water to your home. Large towers help push water into pipes. Water flows to high floors in buildings. It is a clever way to use water.

84 words

Imagine many containers joined by a tube. These are called communicating vessels. They hold the same kind of liquid. The containers can be different shapes. They can even have different sizes.

ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif
When you fill them, the liquid stays at the same level. It finds a balance in every part. This happens because of gravity. Gravity pulls the liquid down. It also happens because of pressure. Pressure is the push of the liquid. A man named Blaise Pascal studied this. He proved that pressure moves in all directions. It moves with the same strength. People have used this idea for a long time. Ancient Romans used it for indoor plumbing. Today, cities use water towers. The water in a tower sits high up. This helps push water through pipes. It can even reach high floors in buildings. Some machines also use this way to work. We call these hydraulic presses. They use liquid pressure to do big jobs.

160 words

Communicating vessels are a special group of containers. They hold the same kind of liquid inside. These containers are joined together by a tube or pipe. The containers can have many different shapes. They can also have different volumes. Even so, the liquid behaves in a very steady way. This idea is important for moving liquids around. It helps us understand how water moves through a house.

ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif

When you fill these vessels, a specific thing happens. The liquid settles until it reaches the same level in every container. This happens no matter how the vessels are shaped. If you add more liquid to just one vessel, it changes. The liquid will move until it finds a new equal level.

ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif
This works because of gravity and pressure. Gravity pulls the liquid down toward the bottom. The pressure stays constant in each vessel. This is called hydrostatic pressure.

People have studied this for a long time. A man named Simon Stevin discovered this rule. He found it through what is called Stevin's Law. Later, Blaise Pascal studied it in the seventeenth century. He proved something very important about pressure. He showed that pressure on a liquid molecule is transmitted in full. It moves with the same intensity in all directions.

We can see these rules in our own world. Since the days of ancient Rome, people used this for plumbing. They used lead pipes and aquifers to move water. The water reaches the same level in the whole system. This works even if the pipes have low points. The lowest point depends on how much pressure the pipes can take. In cities, we use large water towers. The water in the tower sits high up. This helps push water into the pipes of many buildings. It can even reach the higher floors.

This science helps us in many different ways. It is not just for water in our homes. Many industries use systems of communicating vessels. They use them to build hydraulic presses. These machines use liquid pressure to do hard jobs. It is amazing how a simple rule of liquid can work so well. From ancient pipes to big machines, it is everywhere. You can see it whenever water finds its level.

ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif

378 words

Communicating vessels are a set of connected containers. These containers hold a homogeneous fluid, which means the liquid is the same throughout. The vessels are connected sufficiently far below the top of the liquid. When the liquid settles, it balances out to the same level in all containers. This happens regardless of the shape or volume of the vessels. This principle is essential for understanding how fluids move through systems. It allows us to predict how liquids will behave in complex networks.

The mechanism behind this behavior relies on the physics of pressure. Gravity pulls the liquid downward toward the bottom of the vessels. This creates what is known as hydrostatic pressure. In each vessel, this pressure remains constant at a given depth. Because the vessels are connected, the liquid moves between them. The liquid will continue to move until it finds a new equal level.

ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif
If you add additional liquid to just one vessel, the system reacts. The liquid will redistribute itself to find a new, balanced level across all connected parts.

This phenomenon is explained by two major scientific principles. First, Simon Stevin discovered this as a consequence of Stevin's Law. His work helped explain how liquids find their level. Later, in the seventeenth century, Blaise Pascal provided deeper proof. Pascal proved that pressure exerted on a single molecule of a liquid is transmitted in full. This pressure moves with the same intensity in all directions. Together, these discoveries explain why the shape of a container does not affect the final height of the liquid.

We can see the history of this science in human engineering. Since the days of ancient Rome, people have used this concept for indoor plumbing. They utilized aquifers and lead pipes to move water through cities. In these systems, water reaches the same level in all parts. This remains true even if the pipes have various lowest points. However, the practical limit of a plumbing system depends on a specific factor. The system must be able to withstand the pressure of the liquid.

Modern cities use a large-scale version of this principle to provide water. Water towers are frequently used to manage city plumbing. The water in the tower is kept at a specific height. This surface level is higher than the water pipes in buildings. Because the water in the tower is higher, it creates the necessary pressure. This allows the system to distribute water to the higher floors of buildings. It ensures that every tap has enough pressure to function correctly.

Beyond simple plumbing, communicating vessels have many industrial uses. One notable example is the hydraulic press. These machines use systems of communicating vessels to perform work. They rely on the way pressure is transmitted through a liquid to create force. This makes them widely used in many different industrial processes.

ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif
The ability to transmit pressure with full intensity is what makes these machines possible.

This topic connects to several broader fields of science. It is a core part of hydrostatics, which is the study of fluids at rest. It also relates to the study of aquifers and hydrology. Understanding how pressure works in a liquid helps scientists study how water moves through the Earth. It also helps engineers design better water supply systems for growing populations. From a small lead pipe to a massive water tower, the rules of communicating vessels remain the same.

570 words
🖼️ Images & Media (3)
File:Communicating vessels.svg
Communicating vessels.svg
File:ANIMvasicomunicanti.gif
ANIMvasicomunicanti.gif
File:Roihuvuori watertower3.png
Roihuvuori watertower3.png
Up Next
⚛️
Hydrostatics
Physical Science
More to explore

🔬 Go deeper

More advanced topics to explore

🪜 Step back

Simpler topics to build understanding

What is Nepedia?

A free, ad-free encyclopedia for children. Every article is written at five reading levels, so the same page works for a five-year-old and a fifteen-year-old — use the level switcher above to see this one change. No account needed to read.