High School Can a Subsea Lifting Bag With CO2 Rise to the Surface?

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A subsea lifting bag filled with CO2 can rise to the surface, as CO2 is less dense than water, but it requires more volume compared to O2 due to its higher density. CO2 has a density of 1.824 Kg/m3, while O2 is 1.331 Kg/m3, meaning approximately 37% more CO2 is needed to achieve the same lifting effect as O2. The discussion highlights that the buoyancy force from water is significantly greater than the weight of the gases, making the type of gas less critical underwater. Factors such as mass and drag forces also play a role in the lifting dynamics. Ultimately, while CO2 can rise, the efficiency and volume needed differ from O2.
cps.13
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This may sounds like a stupid question but...

If you were to use a subsea lifting bag filled with O2 it would rise to the surface.

Would the same happen with CO2? I assume the density of CO2 is different so the amount required would be more or less than O2, but it is still less dense than water so should rise?

Thanks

Edit:

After looking on google I can see that CO2 is 1.824 Kg/m3 whereas O2 is 1.331 Kg/m3. So you would therefore need 37% more CO2 to lift the same mass using O2.

Is that correct?

Thanks
 
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cps.13 said:
After looking on google I can see that CO2 is 1.824 Kg/m3 whereas O2 is 1.331 Kg/m3. So you would therefore need 37% more CO2 to lift the same mass using O2.

Is that correct?
No, it is not correct.
What is the density of water and how does that figure in?
 
There is a similar question, comparing Hydrogen and Helium for lifting power of balloons.
Take a look at this link about balloons (and lifting underwater).
 
I think we just have to consider that the O2 has mass. and the CO2 has mass. and we have to add that in. when its in that giant balloon. we can consider it to be its own object with a certian mass and a certian size (and extremely low mass). so let's just use 1m^3 volume.

I think the force from the water is going to be 1000 times greater than the weight of the O2 or CO2.
so the type of gas (while under water) has a really small effect.
 
I didn't account for F=ma or drag forces.
 
I do not have a good working knowledge of physics yet. I tried to piece this together but after researching this, I couldn’t figure out the correct laws of physics to combine to develop a formula to answer this question. Ex. 1 - A moving object impacts a static object at a constant velocity. Ex. 2 - A moving object impacts a static object at the same velocity but is accelerating at the moment of impact. Assuming the mass of the objects is the same and the velocity at the moment of impact...

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