Space - Crush Pressure
Two related questions:
(1) What is the crush pressure of a space ship? and (2) At what depth inside a gas giant, would that atmospheric pressure be reached? Taken together, these two questions become: How far down inside a gas giant can I fly my spaceship before it implodes like a sinking-submarine in a WWII movie? I realize this question might be highly hypothetical and thus arbitrary. "A spaceship can withstand as much pressure as it is designed to withstand. If its specs say 50 atmospheres, then it is good to 50." Okay, but what is a believable, reasonable, number for that upper pressure (crush limit)? Probably, the answer to this question will be complex - an equation of multiple variables. For instance, Tech Level probably plays a role. (The Millenium Falcon probably can withstand higher pressures than our 1970's Apollo spaceships). What else is part of the equation? Size? Armor? Shape (Streamlined vs. Not)? The second part of the question also most certainly depends on variables - the size, diameter, mass, and density of the particular Gas Giant. A generic formula works fine, but in this case, the specific gas giant I am considering is roughly 5 times the size of Jupiter, or a mass 1650xEarth, with Diameter 14xEarth, and Surface Gravity of 8.4G. Lastly, a third related question: (3) Supposing an acceleration of 1.4G on a streamlined hull, how long (assume terminal velocity) would it take to fall to this hypothetical crush depth? That is, suppose a 10G Contragravity Lifter malfunctioned, or was only working at 70% efficiency (only canceling 7G above a world with 8.4G, thus net downward force of 1.4G), how long would the ship's Mechanic have (while the ship is falling) to fix the Contragravity Lifter before the atmospheric pressure crushes them? Seconds? Minutes? Thanks in advance! |
Re: Space - Crush Pressure
Crush depth (in yards) = dDR × 150 / L.
dDR is precisely that, while L is the length of the hull in hundreds of feet. That's for water under Terran conditions. Divide crush depth by 33 to get pressure in atmospheres. |
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You could determine all this with some not trivial math, but is there a reason not to just handwave it? It is a lot of work for a very specific set of circumstances. |
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G:Atlantis p.73 has more detailed rules for crush depth which also consider the vehicle´s shape.
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And then there is shape. Even if the armour is the pressure hull, it'll only be designed to withstand one atmosphere of pressure difference, which means little need to shape it like a bathyscaphe. |
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