Pressure exerted by a liquid is different to gas?

In summary, in a gas, molecules move about freely and hit all the walls equally, causing pressure which is dependent on the number and speed of impacts. In a liquid, the molecules near the walls push against the wall and are pushed by the other molecules, causing pressure that depends on the depth and density of the liquid. The behavior of gases and liquids in terms of pressure is similar in open and closed containers, but gases have a steeper density gradient due to their ability to infinitely fill space.
  • #1
sameeralord
662
3
Hello everyone,

I have made number of topics recently I think they have all stem from my poor understanding in this matter.

Ok in a gas, molecules can take up a volume and exert a pressure. Inside a fixed container when you increase the temperature pressure increases because more gas molecules are hitting the walls.

Now in a liquid the molecules are close together and volume is determined by the shape of the container. So inside the container liquid molecules don't hit the walls and exert pressure some other way. What is this way? Is this called hydrostatic pressure? Also when you make the molecules move faster in a liquid would that increase the pressure like in a gas? According to what I have read it actually decrease hydrostatic pressure. However I have a picture in mind more kinetic more molecules hitting the walls higher the pressure. Maybe I'm just not understanding how gases and liquids behave in a molecular level when it comes to pressure.

So please help me with this. I would greatly appreciate. Thanks :smile:
 
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  • #2
In a gas the molecules move about freely and hit all the walls equally - it is this motion that causes pressure which is the same everywhere in the container. The pressure only depends on the number and speed of the impacts - so only on the amount of gas and it's temperature.

In a liquid the molecules near the walls push against the wall and are pushed by the other molecules above/behind them. The deeper you go the more molecules are above you and the more force they push with and so the pressure depends on the depth (and the density of the liquid).
 
  • #3
So why does hyrdostatic pressure decrease when kinetic energy increases when blood vessels constrict?

wikipedia states otherwise

"Vasoconstriction is the narrowing of the blood vessels resulting from contraction of the muscular wall of the vessels, particularly the large arteries, small arterioles and veins. The process is the opposite of vasodilation, the widening of blood vessels. The process is particularly important in staunching hemorrhage and acute blood loss. When blood vessels constrict, the flow of blood is restricted or decreased, thus, retaining body heat or increasing vascular resistance. Cutaneously, this makes the skin turn paler because less blood reaches the surface, preventing the radiation of heat. On a larger level, vasoconstriction is one mechanism by which the body regulates and maintains mean arterial pressure.

Substances causing vasoconstriction are called vasoconstrictors or vasopressors. Generalized vasoconstriction usually results in an increase in systemic blood pressure, but it may also occur in specific tissues causing a localized reduction in blood flow.
 
  • #4
Ok the answer for liquids and gasses was a bit simplified for simple containers.
With blood vessels it's a little more complicated because the volume of blood in the system and the pumping rate also change.

If the blood vessels constrict, the volume gets smaller, with the same amount of blood present the pressure increases because the walls are pressing more strongly against the liquid and so the liquid is pressing more strongly against itself = increased pressure
 
  • #5
You've also got to be careful comapring liquid sitting in a jar to blood in the body because blood is flowing.

Notice the second half of the word hydrostatic.
 
  • #6
sameeralord said:
Now in a liquid the molecules are close together and volume is determined by the shape of the container. So inside the container liquid molecules don't hit the walls and exert pressure some other way. What is this way? Is this called hydrostatic pressure? Also when you make the molecules move faster in a liquid would that increase the pressure like in a gas? According to what I have read it actually decrease hydrostatic pressure. However I have a picture in mind more kinetic more molecules hitting the walls higher the pressure.

So draw a FBD of a water tank and calc. the force at different levels in the tank. You'll notice as depth increases, your weight component on the FBD diagram increases (more water = more weight).

As you heat water up, yes the molecules move more but begin evaporating. Thus less liquid present, thus less weight. Hydrostatic force decreases.
 
  • #7
sameeralord said:
Ok in a gas, molecules can take up a volume and exert a pressure. Inside a fixed container when you increase the temperature pressure increases because more gas molecules are hitting the walls.

Now in a liquid the molecules are close together and volume is determined by the shape of the container. So inside the container liquid molecules don't hit the walls and exert pressure some other way.
You're describing two separate cases there and that's making you think their behaviors are more different than they really are.

Case 1: Open Container
In an open container, gases and liquids behave very similarly:

-Both can be "poured" into a their container, with excess spilling out of the container.
-Both are kept in their container by gravity.
-The pressure of each results from gravity.
-The pressure in each is a function of depth.
-The density of each is a function of depth.

The primary difference is that gases are esentially infinitely capable of filling up space whereas liquids are not. As a result, the density gradient of gases is much steeper. For a liquid, the denisty at the "top" of the container may only be a few percent different than the density at the bottom. For a gas, the density at the bottom of the container is essentially infinitely greater than that at the top.

Case 2: Closed Container

There are similarities:

-When completely full, the pressure is somewhat dependent on gravity, somewhat dependent on temperature and the random motion of molecules.
-Pressure and density again both vary with depth.

The primary difference here is that, again, a gas is essentially infinitely capable of filling an empty space, as determined by the random motion of molecules. In a liquid, molecules are molecularly bonded together and not free to expand infinitely (unless they boil and it ceases to be a liquid or if the pressure is so high the difference between a liquid and gas goes away).

So:
What is this way? Is this called hydrostatic pressure?
Hydrostatic pressure exists for both.
Also when you make the molecules move faster in a liquid would that increase the pressure like in a gas?
In a closed container, yes.
So why does hyrdostatic pressure decrease when kinetic energy increases when blood vessels constrict?
That question may have more to do with biology than physics, so you may want to post that in one of our biology forums.
 
  • #8
Thanks for the all answers but I'm still confused. If there is hyrdostatic pressure inside a container containing liquid. If is starts to move what do you call that moving pressure(hyrdokinetic pressure). Basically what are the types of pressures inside a liquid.

This is some info on Bernoulli effect

"When air travels through an airway at a CONSTANT FLOW RATE, the total energy of the fluid (PE + KE) decreases because friction converts some of this energy into heat. Since the fluid is moving at a constant flow rate, the loss is in potential energy (decrease in hydrostatic pressure)."

"As we move down the airway, the tubes begin to narrow. When a tube narrows, fluid velocity increases causing an increase in KE at the expense of PE (ie. a compensatory decrease in hydrostatic pressure). This is referred to as the BERNOULLI EFFECT."

Ok what I like to know is that even though hydrostatic pressure is decreases is someother pressure (caused by moving molecules) increase? Thanks!
 
  • #9
Also known simply as "static pressure" and "velocity pressure". Add them together and you get "total pressure". Bernoulli's principle is that the sum of the two - the total pressure - is constant along a streamline.
 

FAQ: Pressure exerted by a liquid is different to gas?

How does the pressure exerted by a liquid differ from the pressure exerted by a gas?

The pressure exerted by a liquid is caused by the weight of the liquid above it, while the pressure exerted by a gas is caused by the collisions of gas molecules with the walls of the container. This means that the pressure exerted by a liquid is constant at any given depth, while the pressure exerted by a gas decreases with increasing altitude.

Why is the pressure exerted by a liquid greater than the pressure exerted by a gas at the same depth?

The pressure exerted by a liquid is greater because liquids are denser than gases. This means that there are more molecules packed into the same space, resulting in a higher pressure.

Is the pressure exerted by a liquid affected by the shape of the container?

The pressure exerted by a liquid is not affected by the shape of the container, as long as the depth and density of the liquid remain constant. This is because the pressure is only dependent on these two factors, not the shape of the container.

Can the pressure exerted by a gas be greater than the pressure exerted by a liquid at the same depth?

No, the pressure exerted by a gas cannot be greater than the pressure exerted by a liquid at the same depth. This is because liquids are much denser than gases, so even at the same depth, the pressure exerted by a liquid will be greater due to the higher density.

How does temperature affect the pressure exerted by a liquid or gas?

Temperature does not directly affect the pressure exerted by a liquid or gas. However, changes in temperature can cause changes in density, which in turn can affect the pressure exerted. For example, as the temperature of a gas increases, its density decreases, resulting in a decrease in pressure. Similarly, as the temperature of a liquid decreases, its density increases, resulting in an increase in pressure.

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