Air pressure drop in Space (plz help!) 1. The problem statement, all variables and given/known data A space capsule, which may be treated as a sphere of radius 10 m, is hit by a micrometeorite which makes a hole of diameter 2mm in its skin. Estimate how long it will take for the air pressure to drop by 30%. (Answer should be something like 26 days as a hint). 2. Relevant equations Q= v A (Q flow rate, v velocity, A area) PV = n R T or N k T (P pressure, V volume, n is moles, R gas constant, T temperate, N actual no. of molecules, k Boltzmaan's constant) 3. The attempt at a solution V = 4188.8 m^3 (sphere's volume), A = 3.14 x 10^-6 m^2 (circle's area) -I think it has something to do with the above equations, though I'm not entirely sure. Perhaps something to do with Fick's Laws of effusion/diffusion too? -I think the pressure outside the capsule is zero at all times, so we'll just have to care only about the pressure inside due to the air inside the capsule -From above, P = N/V * k * T, but pressure changes as air molecules escape (so now time is involved in the equation too), and I'm not sure how to deal with that. Furthermore, what do we put for temperate (absolute zero outside and room temp. inside initially, but that would change pretty fast)?