Is a vacuum balloon posible? Theoretical material?

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SUMMARY

A vacuum balloon is theoretically possible, as discussed in the forum, but practical implementation is challenging due to the need for a rigid structure to withstand atmospheric pressure. According to Archimedes' Principle, the buoyant force experienced by the balloon must equal the weight of the fluid displaced. A larger balloon design is suggested to maximize interior space, although this raises concerns about the thickness of the balloon material. Helium or hydrogen remains a more feasible option due to their ability to float at atmospheric pressure with a thinner hull.

PREREQUISITES
  • Understanding of Archimedes' Principle
  • Basic knowledge of buoyancy and fluid dynamics
  • Familiarity with material properties and structural integrity
  • Concept of surface area to volume ratio
NEXT STEPS
  • Research the structural materials suitable for vacuum balloons
  • Explore the physics of buoyancy in different fluids
  • Learn about the design principles for large-scale balloon structures
  • Investigate the properties and applications of helium and hydrogen in buoyancy
USEFUL FOR

Students in physics, aerospace engineers, and anyone interested in buoyancy and balloon design principles.

NanoChrisK
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Homework Statement



So, I was sitting in my algebra based college physics class and we were talking about buoyancy. According to Archimedes' Principal, "an object that is completely or partially submerged in a fluid experiences and upward force equal to the weight of the fluid displaced.":

Fb = mg

It got me to thinking, why not just make a balloon with nothing inside of it? Wouldn't that float a lot better than a balloon filled with helium, or even hydrogen? The problem is that without anything inside of the balloon to counteract the force of the atmosphere, the balloon will collapse.

A quick google search shows that I'm not the first person to ask this question. One person said:

"build it LARGE. This makes for the greatest amount of interior space as opposed to the structure that contains it."

Makes enough sense. The surface area/volume ratio actually gets smaller as the balloon gets bigger. The surface area gets smaller relative to the volume as the balloon gets larger. Intuitively, this doesn't make sense to me though. The rigid balloon material would need to be thicker for a larger balloon, would it not?

Homework Equations



(see attachment)

The Attempt at a Solution



I got nothing. Somehow you need to account for all of the unknowns: mass, thickness, and density of the material, as well as the size of the balloon.
 

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NanoChrisK said:
The rigid balloon material would need to be thicker for a larger balloon, would it not?
Right.

We had some calculation here in the forum recently. A vacuum balloon is possible, but helium or hydrogen are way easier as you can use them at atmospheric pressure with a very thin hull.
 

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