Can a Steel Vessel Contain Liquid Hydrogen at 15,000 PSI and 25C?

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A 1 L steel vessel containing 1 L of liquid hydrogen (LH2) at 25°C would generate a pressure of approximately 12,600 PSI due to the gas's expansion. If the vessel can withstand 15,000 PSI, the hydrogen would remain in a gaseous state under pressure without immediate risk of explosion. However, there is a possibility of negligible hydrogen gas diffusion through the steel over time. The discussion suggests that at such high pressures, the ideal gas law may not apply, indicating the need to consult a phase diagram for accurate behavior predictions. Proper containment materials, such as carbon fiber, are recommended to ensure safety at these pressures.
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I've read a fews post about liquid hydrogen boil off, but could use a bit more clarification; insight on the following thought experiment would be really helpful: What happens if I take a 1 L steel vessel, put 1 L of liquid H2 into it, seal it off, and let it sit in a room at 25C?

The density of LH2 is ~71 g / L, which at a molecular density of 2.016 g / mol works out to ~35.2 mols. At STP, this has a volume of ~ 790L, so solving for P = (nRT/V) gets me to a pressure of ~ 12,600 PSI at 25 C.

So my question is, if my vessel can withstand, say, 15,000 PSI, the H2 just sits there as a gas under pressure, right? And maybe there is some negligible rate at which the H2 gas diffuses through the steel over long periods of time? Of course, if the vessel can't withstand at least 12,600 PSI, it blows up and kills me, which is very likely unless it's encased in carbon fiber.
 
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I would think at that pressure the ideal gas law might break down. It would probably be better to look at a phase diagram.
 
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