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Fine question.

In a nut shell, Archimedes' principle tells us how things float (buoyancy). Things float when they are lighter than the amount of water (I say water....could be any non-solid medium, it tells us why helium balloons fly away and etc) they displace. This means they have less density (mass per unit volume).

In convection, cool parts sink and gain heat energy. They then expand due to the heat, rise away from the heat source and cool off. Archimedes' principle explains why this occurs because as things increase in temperature - they expand. Expanding means you have more volume for the same mass (thus less mass per unit volume and so less density). So we can see why the hot material moves upwards and the cool material moves downwards (as it is more dense than the hot material).

This forms a continual cycle that we know as convection.

If this is at all confusing, try googling 'convection' and just find some clear animations (there should be a fair few) of the cycle. You'll have it in no time.

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Q: How does Archimedes' principle relate to convection?
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How does Archimedes principle relate to covection?

I assume you mean "convection". The hotter liquid or gas is less dense, so it has less weight per unit volume, and it tends to float (move upward).


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How does Archimedes principle relate to density?

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Does Archimedes principle can also be applied to gases?

Yes. That's the entire basis of convection. A balloon full of hot air floats in cold air.


What the Archimedes principle?

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How does Archimedes' principle relate the buoyant force acting on an object to the fluid displace by the object?

The weight of the bouyant force and the fluid displaced by the object are equal.


How does Archimedes principle relate the buoyant force acting on an object to the fluids displaced by the object?

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How does Archimedes principle relate to buoyant force acting on an object to fluid displaced by the object?

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