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| Orbiter SDK Orbiter software developers post your questions and answers about the SDK, the API interface, LUA, meshing, etc. |
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#1 |
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Donator
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Ok, since the other forms down Ill post it here
![]() I know how to find Dv, and how to find how much fuel I need, but heres the next question, how do I find the least amount of surface area, for the maximized volume of the ship, AND to get the least amount of drag with the rocket, (we cann't launch a cube, now, can we )Last, of the material composure in the Saturn V launchers, what is the shell composed of, and how much does that weigh for square footage. |
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#2 |
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Moderator
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Pick a shape that you like, and then optimize it
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#3 |
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Donator
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Quote:
), I still should know the weight and the amount of fuel it can hold, while getting max area,I think around the lines of something like this SA = (2(3.14)*R^2) + (3.14)*Diameter*hight) A = (3.14)R^2 It looks like a calculus problem to me, because it has 3 variables the question I guess, is how to get this into a f(SA)=A form |
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#4 |
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Moderator
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Sphere has the most volume for least sa, so It doesn't really matter what shape it is unless you want a basketball
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#5 |
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Donator
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Quote:
Last edited by Bj; 11-06-2007 at 07:26 AM. |
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