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September 12th, 2005, 12:00 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
Quote:
Starhawk said:
Question 2:
Okay so we all see on Star Trek and Bab 5 and yadda yadda that Artificial gravity is the ultimate sign of the advanced uber race well I have a question regarding this.
As we have seen in such things as Babylon 5 Earth Alliance and Nexus: The Jupiter Incident rotating sections is the poor mans way of getting gravity on a starship, so my question is this why if it is as simple as a rotating section does the US not crank out space ships with rotating sections?
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What on earth do you want gravity for? It will massively increase the cost and complexity of said ship and remove the only reason for doing research in space, zero gravity. Other than that a space lab is just really expensive and not as good normal.
Seriously a rotating section on the shuttle, or the next version, would be horribly expensive and almost certainly decrease payload. You'd be chucking hundreds of tons of extra weight into space, just to make life a little easier for the shuttle crew. No real advantage and massive costs.
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September 12th, 2005, 12:12 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
some SI prefixes:
Code:
Factor Name Symbol
10E24 yotta Y
10E21 zetta Z
10E18 exa E
10E15 peta P
10E12 tera T
10E9 giga G
10E6 mega M
10E3 kilo k
10E2 hecto h
10E1 deka da
10E-1 deci d
10E-2 centi c
10E-3 milli m
10E-6 micro µ
10E-9 nano n
10E-12 pico p
10E-15 femto f
10E-18 atto a
10E-21 zepto z
10E-24 yocto y
so to answer your question, a terawatt is 1000 gigawatts; or 1,000,000,000,000 watts (12 zeros).
edit: typo
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September 12th, 2005, 12:32 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
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As we have seen in such things as Babylon 5 Earth Alliance and Nexus: The Jupiter Incident rotating sections is the poor mans way of getting gravity on a starship, so my question is this why if it is as simple as a rotating section does the US not crank out space ships with rotating sections?
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Not entirely sure but here are some reasons I can imagine:
- the "zero g" environment is preferred for lots of things:
-- some experiments are specifically designed for zero g. Yes, you could place them at the exact center of the craft, but true zero g only exists at a point.
-- making the robotic arms and mechanical things requires much less power/strength. If there were centripital forces needed to be overcome, in practical terms, this means more weight=more money=less payload for other things.
-- reorienting the ship/craft takes less thrust. To overcome gyroscopic forces created by rotation requires more fuel =costlier, less payload, etc.
- the "gravity" will decrease to zero at the center; making it somewhat cumbersome to manage placement of things. (see 2001: Space Odessy for a pretty realistic portrayal)
- in order to simulate earthlike gravity, either the rotational speed or the radius must be increased. But in general the size of the ship/station would need to be larger to make "gravity" somewhat uniform; =costlier, etc.
Perhaps if humans were to undertake a long space journey there would be another solution to simulate artificial gravity. Picture this: A large spacecraft with a huge funnel "scoop" in the front. The scoop would catch residual hydrogen to use as fuel and accelerate at 1g toward the destination. This way the crew lives under 1g all the time. At the halfway point, the crew section and the engine (not the scoop) is rotated 180 degrees and the ship is decelerated at 1 g for the remaining half of the trip. The crew still sees 1g toward their feet during the second half of the trip. I just thought of this, so there are probably a million things that make this just as impractical. (edit: like exceeding the speed of light in a short time...)
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September 12th, 2005, 12:44 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
Quote:
Slick said:
Perhaps if humans were to undertake a long space journey there would be another solution to simulate artificial gravity. Picture this: A large spacecraft with a huge funnel "scoop" in the front. The scoop would catch residual hydrogen to use as fuel and accelerate at 1g toward the destination. This way the crew lives under 1g all the time. At the halfway point, the crew section and the engine (not the scoop) is rotated 180 degrees and the ship is decelerated at 1 g for the remaining half of the trip. The crew still sees 1g toward their feet during the second half of the trip. I just thought of this, so there are probably a million things that make this just as impractical. (edit: like exceeding the speed of light in a short time...)
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Constant acceleration at 1 g is the perfect solution - if you can find enough fuel. Trying this over any significant distance (astronomically speaking) would require a truly colossal amount of fuel if you carry it all with you, and your collection array would have to be incredibly large to gather enough on the way. Interstellar matter density is typically on the order of 1 atom per cubic meter IIRC.
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September 12th, 2005, 05:23 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
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Slick said:
(edit: like exceeding the speed of light in a short time...)
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Not to worry, though.
Relativistic time dilation and length contraction will ensure you reach your destination (regardless of if it's a finite distance or not) before that happens.
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September 12th, 2005, 07:22 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
Crunched a few numbers:
At 1g, you could accelerate for 353.8 days and still not reach the speed of light (barely).
During that time, you would travel 2.85 E12 miles (yes, Starhawk, that's teramiles  )
So if you would start decelerating at 1g at the halfway point, you could travel ~5.7 E12 miles (just under 1 light-year) in 2 years.
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September 12th, 2005, 09:04 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
Slick writes: "At 1g, you could accelerate for 353.8 days and still not reach the speed of light (barely)."
In a Newtonian universe, yes. In our relativistic universe, however, the ship's speed can asymptotically approach c, the speed of light, but never reach it. Meanwhile the ship's mass increases, its length decreases, and time slows down for the ship and its crew. For an entertaining look at relativistic space travel I recommend Poul Anderson's 1970 novel "Tau Zero".
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September 12th, 2005, 09:32 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
Quote:
Hunpecked said:
Slick writes: "At 1g, you could accelerate for 353.8 days and still not reach the speed of light (barely)."
In a Newtonian universe, yes. In our relativistic universe, however, the ship's speed can asymptotically approach c, the speed of light, but never reach it. Meanwhile the ship's mass increases, its length decreases, and time slows down for the ship and its crew. For an entertaining look at relativistic space travel I recommend Poul Anderson's 1970 novel "Tau Zero".
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Yes, I learned the same equations in college decades ago. I never mentioned that it would be practical, just that it would be possible - and speed is not the only relativistic limit approached at c. I just posted that as an interesting tidbit because when I calculated it, I found it a little astonishing that you could accelerate for almost a year at 1g and not exceed the speed of light. Therefore it would work in a Newtonian or relativistic universe, but be practical in neither.
As far as "entertaining" space travel, I like the "infinite improbability drive" in Hitchhiker's Guide to the Galaxy.
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September 12th, 2005, 08:31 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
Hey thanks for that link I've always been a fan of space ships and the like (as you can probobly tell lol) so that web site will probobly keep me entertained for hours
One reason I've asked some of these questions is because the first book of the Icaran series (hopefully I can write a series  I have a plan for 3 books) would cover their earliest days of space travel within the Sol system and I was considering ships with rotating sections toward the aft section of the ship for the sleeping quarters and the like while the duty stations were all in zero g.
I've also heard people saying that within my lifetime we'll probobly see the earliest stages of Space based colonization and therefore military expansion (early infantry security forces and primitive space warships) from the Super Powers, I don't know if this is at all true but it could be very interesting (and probobly somewhat scary) to see it come true.
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September 12th, 2005, 09:08 PM
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Re: Semi-OT: A question on Power Ratios in Sci-fi
You will never see infantry in space, not even super shiny mechanised space marines 'o' doom. Planets are very easy to slag with just kinetic weapons making invasions a waste of everyones time. You'd have to kill every weapon system capable of shooting down a shuttle/drop pod/etc before a landing. Once you've done that why not just take out the land forces from orbit? Or just say 'Give in or we kill you.'
Ship boarding is equally pointless, by the time you've supressed the enemy ship enough to board it, you can just threaten it into giving up. Plus it's probably a flaming (as the internal oxygen burns up) wreck from end to end and so not worth boarding and easier just to analyse the wreckage.
Kinetic energy weapons, although not dramatic and so on, are the way forward. 1/2 mass x velocity2 produces ridiculous energy very quickly thanks to that squared. Rail Guns are the way forward!
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