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The buoyant force is the force with which a fluid (liquid or gas) acts on an object submerged, opposing the object's weight. If we slide an ice cube into a glass of water, it floats because the water pushes it up with buoyant force. The helium balloon, a buoyant force acting on it, also rises in the air.
The buoyant force concept is more than theoretical; we use it everywhere. The principles of buoyant force are based on which ships, submarines, and hot air balloons are designed. Knowing about this force can enable us to work more effectively with and create new things in our physical world.
Buoyant force is a simple idea: when something is put into a fluid, it opposes it. The buoyant force is what we mean when we say this upward push.
The upward force applied by a fluid placed on an object partially or fully immersed, or buoyant, is the buoyant force. This force balances the object's weight and can sink, float, or place the object in the fluid.
Archimedes was an ancient Greek mathematician and innovator who first explained the concept of Buoyant Force. Archimedes noticed that while in the tub, the water level rose, and he felt lighter. Archimedes' principle is the realization of this observation or principle of buoyancy.
Understanding buoyant force depends on Archimedes' principle. It states:
"When an object is submerged in a fluid, the fluid exerts upon the object elevating force equal to the fluid's load displaced by the object."
You also need to remember that as soon as you immerse an object into the fluid, it will force the fluid to move out of the way or "displace" itself. The displaced fluid also puts up an upward buoyant force on the object. It floats if this upward force exceeds the object's weight. In this case, if it is less than the object's total mass, it is submerged in the water.
For instance, a big ship always lifts a great deal of water, which gives the ship enough upward force, called buoyancy, to float regardless of the density.
Several factors influence the magnitude of buoyant force:
Buoyant force gets greater when the fluid is denser. Something as simple as an object will float better in salty seawater than freshwater because seawater is otherwise denser.
The volume of the object in question determines the amount of fluid displaced. As the former increases, so does the latter, increasing the buoyant force on it. This is why objects with hollowness, such as boats, float even if made from massive substances like steel.
The buoyant force is directly proportional to gravity because the volume of the displaced fluid is dependent on an object's weight. It is found that the larger the gravitational force, the more buoyant the force.
Everything around us feels buoyant force, depending on how objects interact with fluids.
The buoyant force is the force that counteracts a body's weight. Even though ships are so big, they're kept afloat because their design works so that they displace enough water to provide enough buoyant force.
Helium balloons float above the ground because the helium that fills them is lighter than air. The surrounding air applies upward force over the balloon's volume, known as buoyancy.
Ships sink or rise depending on the ballast tanks used by submarines. Depending on the amount of water in these tanks, they can go under the water, stay at a particular level, or float.
The concept of buoyant force has many practical applications across various fields:
Knowledge of buoyant force is crucial in constructing ships carrying large weights without displacing water. A ship engineer is always keen to determine the amount of water displaced when designing a ship to remain balanced and float in water.
Just as submarines depend on buoyancy, deep-water submersibles do the same. They can go up or down with great ease and precision by increasing or decreasing their weight relative to the buoyant force.
The buoyant force is applied to create structures such as floating bridges, platforms, and some building designs. It is also used in material science, where scientists design floating or floating materials.
The balance between weight and buoyancy force determines whether an object floats or sinks. It floats when placed in the water if the buoyant force exceeds the object's weight. If it's less, it sinks.
Objects become weightless when buoyant force is equal to their weight. This is why scuba divers change their buoyancy to the water surface to float quietly.
The buoyant force has enabled some incredible innovations and solutions to modern challenges:
Engineers use buoyancy to make vessels safer for water transport and enhance transportation over water. It also supports floating wind turbines and other floating renewable energy projects.
This process is used to clean up oil spills. On the water, floating barriers called booms enclose and gather the oil on the surface.
The buoyant force is a crucial subject matter in physics that helps to describe why objects float, sink, or stay afloat in fluids. Through the knowledge that was passed on, precisely Archimedes' principle, this phenomenon formed the basis for solving real-life engineering, transportation, and even environmental problems better.
From ships and submarines needed to float the sea through helicopters and helium balloons, the buoyant force cannot be understated. Explaining this basic but profound phenomenon will allow the world to invest in new ideas that improve people's lives and the planet.
What defines if an object will float or sink?
The buoyant force acting on it is the force that tells you whether an object will float or sink. The object floats if the buoyant force is more than the weight.
Can buoyant force be applied in gases as well as liquids?
Indeed, buoyant force is also suitable for gases. For instance, hot air and helium balloons are considered to undergo buoyant force in the air.
Is buoyant force always equal to the weight of displaced fluid?
Yes, and this is Archimedes' principle: that buoyant force and the weight of the transferred liquid are equal.
What happens when an object is submerged deeper in the fluid?
The buoyant force is constant if the fluid is uniform and depth-independent. However, pressure increases with depth.