Potential energy of hydrogen balloon

In summary, the conversation discusses the movement of objects from low altitude to high altitude and the concept of potential energy. It is clarified that high potential region is always considered to be the region of high altitude and that potential energy can be stored in objects as they move. The distinction between gravitational potential and buoyancy is also mentioned in relation to a hydrogen balloon rising in the atmosphere.
  • #1
Himal kharel
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0
Hydrogen balloon naturally moves from low altitude to high altitude in Earth's atmosphere. Any object moves from higher to lower potential. So can we call low altitude high potential region?
 
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  • #2
Himal kharel said:
Hydrogen balloon naturally moves from low altitude to high altitude in Earth's atmosphere. Any object moves from higher to lower potential. So can we call low altitude high potential region?

No , High potential region is always considered to be the region of high altitude. If object moves higher than its original altitude , then the object is said to be at higher potential.

You just cannot say that Mt. Everest is higher than Mt. K2 , so Mt. Everest is a high altitude potential region than Mt. K2. It is always with respect to something changing location. Yet , you can say Mt. Everest is a higher altitude region than Mt. K2.
 
  • #3
I think in the case of a balloon the potential energy is less as it rises. For something like a rock it would be more potential as you raise it higher.
 
  • #4
Himal kharel said:
Hydrogen balloon naturally moves from low altitude to high altitude in Earth's atmosphere. Any object moves from higher to lower potential. So can we call low altitude high potential region?
Potential what? If you clarify what "potential" you're talking about, you'll answer your own question.
 
  • #5
Consider two points in Earth's atmosphere A(high altitude) and B(low altitude). In order to take stone from B to A we need to do some work which is stored as potential energy in the stone. So point A is high potential region for objects that have natural tendency to fall.
But for hydrogen balloon we have to do work in order to take it from point A to B. Similarly work done is stored as potential energy. So point B is at high potential than A.
If anything is wrong with my explanation please correct it.

Thanks
 
  • #6
It looks good to me, but I can't be 100% sure.
 
  • #7
Himal kharel said:
Consider two points in Earth's atmosphere A(high altitude) and B(low altitude). In order to take stone from B to A we need to do some work which is stored as potential energy in the stone. So point A is high potential region for objects that have natural tendency to fall.
But for hydrogen balloon we have to do work in order to take it from point A to B. Similarly work done is stored as potential energy. So point B is at high potential than A.
If anything is wrong with my explanation please correct it.

Thanks
It would help if one were to distinguish between gravitational potential and bouyancy. As a hydrogen balloon rises and the atmosphere thins, there is less difference between the effective density of the hydrogen balloon and that of the atmosphere.
 
  • #8
Himal kharel said:
Consider two points in Earth's atmosphere A(high altitude) and B(low altitude). In order to take stone from B to A we need to do some work which is stored as potential energy in the stone. So point A is high potential region for objects that have natural tendency to fall.
But for hydrogen balloon we have to do work in order to take it from point A to B. Similarly work done is stored as potential energy. So point B is at high potential than A.
If anything is wrong with my explanation please correct it.

Thanks
For completeness, you should split the problem into the two different types of potential energy you are seeing: one due to gravity alone, the other due to buoyancy. Both apply to the rock as well, you're just ignoring the buoyancy of the rock.
 

1. What is potential energy?

Potential energy is the energy that an object possesses due to its position or configuration.

2. How is potential energy related to a hydrogen balloon?

In the case of a hydrogen balloon, the potential energy is a result of the gravitational force acting on the balloon due to its position in the Earth's atmosphere. The higher the balloon rises, the greater its potential energy becomes.

3. Can the potential energy of a hydrogen balloon be calculated?

Yes, the potential energy of a hydrogen balloon can be calculated using the equation PE = mgh, where m is the mass of the balloon, g is the acceleration due to gravity, and h is the height of the balloon.

4. How does the potential energy of a hydrogen balloon change during its flight?

As the hydrogen balloon rises, the potential energy increases due to its increasing height. However, as the balloon descends, the potential energy decreases as its height decreases.

5. What factors affect the potential energy of a hydrogen balloon?

The potential energy of a hydrogen balloon is affected by its mass, the strength of the gravitational force, and its height or position in the Earth's atmosphere.

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