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-- The density of air at 1 atm pressure and 0°C is 1.2922 kg/m3.

The density of hydrogen under the same conditions is 89 gm/m3.

The difference is 1.2032 kg/m3.

-- On or near the surface of the Earth, that 1.2032 kg weighs 2.6526 pounds.

-- For 50 pounds of buoyancy, you need 50/2.6526 = 18.85 m3 of buoyancy.

-- That's 665.7 cubic feet.

-- That's a weightless, spherical balloon 10.8 feet in diameter.

-- All of that just exactly lifts your 50-lbs off the ground in sea-level air.

If your balloon is not weightless, and if you want to keep rising as the

air gets thinner, you'll need some more.

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11y ago
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14y ago

Depends on location and density among other things. Please be more specific.

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11y ago

Just under 16 cubic feet.

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Q: How many cubic feet of hydrogen to lift 50lbs?
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How much hydrogen is enough to lift up 1 kg weight from the ground?

The weight of standard air is 1.2256 Kg/ Cubic Meter The weight of hydrogen is 0.0857 Kg/ Cubic Meter The weight of helium is 0.1691 Kg/ Cubic Meter Subtracting the weight of hydrogen from air gives you the gross buoyant lift of hydrogen as 1.1399 Kg/Cubic Meter Subtracting the weight of helium from air gives you the gross buoyant lift of helium as 1.0565 Kg/Cubic Meter These values are variable under altitude, pressure, temperature, humidity and purity of gas. Hope this helps you.


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