Calculating The Odds of Intelligent Alien Life - Jill Tarter

1,258,648 views ・ 2012-07-02

TED-Ed


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Transcriber: Ido Dekkers Reviewer: Ariana Bleau Lugo
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The basic question is, does life exist beyond Earth?
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Scientists who are called astrobiologists
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are trying to find that out right now.
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Most astrobiologists are trying to figure out
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if there's microbial life on Mars,
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or in the ocean under the frozen surface of Jupiter's moon Europa,
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or in the liquid hydrocarbon lakes
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that we've found on Saturn's moon Titan.
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But one group of astrobiologists works on SETI.
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SETI is the Search for Extraterrestrial Intelligence,
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and SETI researchers are trying to detect some evidence
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that intelligent creatures elsewhere
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have used technology to build a transmitter of some sort.
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But how likely is it
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that they will manage to find a signal?
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There are certainly no guarantees when it comes to SETI,
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but something called the Drake equation,
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named after Frank Drake,
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can help us organize our thinking
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about what might be required
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for successful detection.
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If you've dealt with equations before,
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then you probably expect
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that there will be a solution to the equation,
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a right answer.
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The Drake equation, however, is different,
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because there are so many unknowns.
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It has no right answer.
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As we learn more about our universe
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and our place within it,
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some of the unknowns get better known,
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and we can estimate an answer a bit better.
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But there won't be a definite answer to the Drake equation
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until SETI succeeds
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or something else proves that
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Earthlings are the only intelligent species in our portion of the cosmos.
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In the meantime,
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it is really useful to consider the unknowns.
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The Drake equation attempts to estimate
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the number of technological civilizations
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in the Milky Way Galaxy -- we call that N --
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with whom we could make contact,
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and it's usually written as:
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N equals R-star
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multiplied by f-sub-p
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multiplied by n-sub-e
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multiplied by f-sub-l
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multiplied by f-sub-i
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multiplied by f-sub-c
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and lastly, multiplied by capital L.
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All those factors multiplied together
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help to estimate the number
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of technological civilizations
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that we might be able to detect right now.
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R-star is the rate at which
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stars have been born in the Milky Way Galaxy
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over the last few billion years,
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so it's a number that is stars per year.
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Our galaxy is 10 billion years old,
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and early in its history stars formed at a different rate.
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All of the f-factors are fractions.
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Each one must be less than or equal to one.
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F-sub-p is the fraction of stars that have planets.
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N-sub-e
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is the average number of habitable planets
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in any planetary system.
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F-sub-l
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is the fraction of planets on which life actually begins
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and f-sub-i is the fraction of all those life forms
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that develop intelligence.
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F-sub-c is the fraction of intelligent life
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that develops a civilization
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that decides to use some sort of transmitting technology.
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And finally, L --
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the longevity factor.
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On average, how many years
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do those transmitters continue to operate?
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Astronomers are now almost able
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to tell us what the product of the first three terms is.
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We're now finding exoplanets almost everywhere.
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The fractions dealing with life and intelligence
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and technological civilizations
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are ones that many, many experts ponder,
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but nobody knows for sure.
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So far,
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we only know of one place in the universe
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where life exists,
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and that's right here on Earth.
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In the next couple of decades,
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as we explore Mars and Europa and Titan,
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the discovery of any kind of life there
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will mean that life will be abundant
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in the Milky Way.
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Because if life originated twice
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within this one Solar System,
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it means it was easy,
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and given similar conditions elsewhere,
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life will happen.
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So the number two is a very important number here.
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Scientists, including SETI researchers,
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often tend to make very crude estimates
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and acknowledge that there are very large
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uncertainties in these estimates, in order to make progress.
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We think we know
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that R-star and n-sub-e are both numbers that
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are closer to 10 than, say, to one,
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and all the f-factors are less than one.
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Some of them may be much less than one.
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But of all these unknowns,
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the biggest unknown is L,
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so perhaps the most useful version of the Drake equation
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is simply to say that
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N is approximately equal to L.
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The information in this equation is very clear.
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Unless L is large,
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N will be small.
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But, you know, you can also turn that around.
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If SETI succeeds in detecting a signal in the near future,
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after examining only a small portion
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of the stars in the Milky Way,
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then we learn that
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L, on average, must be large.
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Otherwise, we couldn't have succeeded so easily.
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A physicist named Philip Morrison
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summarizes by saying
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that SETI is the archaeology of the future.
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By this, he meant that
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because the speed of light is finite,
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any signals detected from distant technologies
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will be telling us about their past
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by the time they reach us.
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But because L must be large
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for a successful detection,
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we also learn about our future,
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particularly that we can have a long future.
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We've developed technologies that can send signals into space
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and humans to the moon,
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but we've also developed technologies that can destroy the environment,
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that can wage war
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with weapons and biological terrorism.
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In the future,
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will our technology help stabilize our planet
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and our population,
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leading to a very long lifetime for us?
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Or will we destroy our world and its inhabitants
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after only a brief appearance on the cosmic stage?
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I encourage you to consider
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the unknowns in this equation.
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Why don't you make your own estimates
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for these unknowns, and see what you come up with for N?
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Compare that with the estimates made by Frank Drake,
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Carl Sagan, other scientists
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or your neighbors.
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Remember, there's no right answer.
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Not yet.
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