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#106 | |
Grand Sorcerer
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From the Wiki:
Quote:
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#107 | ||
The Dank Side of the Moon
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Quote:
Again: Quote:
Last edited by kennyc; 04-24-2012 at 02:28 PM. |
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#108 |
Grand Sorcerer
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It's in the statement you quoted. It's not actually in the equation.
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#109 | |
Interested Bystander
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#110 |
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R* = the average rate of star formation per year in our galaxy
fp = the fraction of those stars that have planets ne = the average number of planets that can potentially support life per star that has planets fℓ = the fraction of the above that actually go on to develop life at some point fi = the fraction of the above that actually go on to develop intelligent life fc = the fraction of civilizations that develop a technology that releases detectable signs of their existence into space L = the length of time for which such civilizations release detectable signals into space[4] |
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#111 |
Wizard
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The trouble is, there could be a technologically advanced civilization out there just radiating radio waves (like Earth is) right at this moment, but it could take 10,000 years for the signal to reach us.
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#112 |
The Dank Side of the Moon
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#113 |
The Dank Side of the Moon
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#114 |
The Dank Side of the Moon
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#115 | |
Wizard
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Quote:
-- Bill |
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#116 | |
Wizard
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To put it another way, yes at any given time 5 civilizations might exist, and signals from 5 civilizations might be reaching us, but they don't have to be the same 5. -- Bill |
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#117 |
Grand Sorcerer
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The given definition of L does not say that, guys. It specifies the length of time one civilization exists, period. It's not enough to assume that two sufficiently long-lived civilizations will necessarily overlap just because they are long-lived. That overlap is another variable outside of L, and should be stated as such.
Of course, the whole equation is incredibly generalized anyway, so I suppose we could just break it all down to one variable Ue (for extremely unlikely)... |
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#118 | |
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Now back to L which is the average length of time such a civilization will broadcast signals into space. If L is relatively short, say 100 years, then on average, only one (100 * .01) such civilization will generally exist at one time. If L is larger, like 500, 1000, or 10,000 years, then we get 5, 10 or a 100 civilizations co-existing. Now of course, these are only averages... really essentially probabilities. In all of these scenarios, it is possible that there will be periods with fewer than the expected number of civilizations and periods where there will be more, that being said, the equation, as is, gives you a very good idea of how likely it is that another civilization, capable of sending signals, exists. The S variable you are proposing is what the Drake Equation was meant to calculate. -- Bill |
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#119 | |
Grand Sorcerer
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#120 | |
The Dank Side of the Moon
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