The Drake Equation Revisited: Interview with Planet Hunter Sara Seager

Planet hunters keep finding distant worlds that bear a resemblance to Earth. Some of the thousands of exoplanet candidates discovered to date have similar sizes or temperatures. Others possess rocky surfaces and support atmospheres. But no world has yet provided an unambiguous sign of the characteristic that still sets our pale blue dot apart: the presence of life.

That may be about to change, says exoplanet expert Sara Seager of the Massachusetts Institute of Technology in Cambridge. Upcoming NASA missions such as the Transiting Exoplanet Satellite Survey (TESS) and the James Webb Space Telescope, both due to launch around 2018, should be able to find and characterize Earth-like planets orbiting small stars.

Spotting signs of life on those planets will be possible because of progress in detecting not only planets, but their atmospheres as well. When a planet passes in front of its host star, atmospheric gases reveal their presence by absorbing some of the starlight. Oxygen, water vapor or other gases that do not belong on dead worlds could very well provide the first evidence of life elsewhere. [5 Bold Claims of Alien Life]

In 1961, astronomer Frank Drake developed an equation that summarizes the main factors to  contemplate in the question of radio-communicative alien life. These factors include the number of stars in our galaxy that have planets and the length of time advanced alien civilizations would be releasing radio signals into space.

Instead of aliens with radio technology, Seager has revised the Drake equation to focus on simply the presence of any alien life. Her equation can be used to estimate how many planets with detectable signs of life might be discovered in the coming years. Presented at a meeting earlier this year, the Seager equation looks like this:

N = N_*F_QF_HZF_OF_LF_S

N = the number of planets with detectable signs of life

N_* = the number of stars observed

F_Q = the fraction of stars that are quiet

F_HZ = the fraction of stars with rocky planets in the habitable zone

F_O = the fraction of those planets that can be observed

F_L = the fraction that have life

F_S = the fraction on which life produces a detectable signature gas

Focusing on M stars, the most common stars in our neighborhood that are smaller and less luminous than the sun, Seager plugged in values for each term. Her calculation suggested that two inhabited planets could reasonably turn up during the next decade.

What was the inspiration behind this equation?

Sara Seager (SS): People have been thinking about trying to find signs of life for a hundred years. This equation is a purposeful take-off on the Drake equation, which was about the search for intelligent extraterrestrial life. Frank Drake wrote that equation because he was using radio telescopes to look for life. It was relevant then and still is. SETI [the search for extraterrestrial intelligence] has been going on now for 50 years.

I wanted to explain that we have a new search in progress. We'll use TESS to find rocky planets transiting small stars. Then we'll use the James Webb Space Telescope to observe the atmospheres of those planets, during transits or secondary eclipses. The punchline here is that if we're really lucky and everything works in our favor, we will be able to infer signs of life on those planets. We have a shot — I'd call it a remote shot — of finding life within the next decade.

Is your approach specific to intelligent life as well?

SS: No. The equation focuses on the search for planets with biosignature gases, gases produced by life that can accumulate in a planet atmosphere to levels that can be detected with remote space telescopes. If we find gases that we might attribute to life we will not know if the gases are produced by intelligent life or simple bacteria. [6 Most Likely Places for Alien Life in the Solar System]

Could someone like Drake have sketched out your equation 50 years ago, before the first discovery of an exoplanet?

SS: Somebody probably could have written the equation back in Drake's day. But back then people didn't like the idea of habitable planets around M stars. All life requires liquid water, which can only exist on a planet that's not too hot and not cold. A planet in the "Goldilocks" zone around an M star ends up being tidally locked, like Earth's moon. It shows the same face to the star all the time and is always hot on one side and cold on the other.

In the old days, people thought that wouldn't be amenable to life. Modern studies with computers have shown that it's okay to be tidally locked. If a planet heats up on one side and not the other, the atmosphere can still circulate, because heat wants to move around. Back then people also didn’t know the frequency of habitable-zone planets around M stars and that we would have the capability for detection by 2020. 

How confident are you about the values you plugged into this equation?

SS: For some of the terms, you can get a number that's an estimate with an error bar. We start with the number of stars bright enough to be seen by James Webb. What we need are enough photons to see the starlight shining through the atmosphere of a planet. We know that number: it's 30,000.

Then we select stars that are quiet. Some stars are like our solar maximum all the time, with flares and other activity. We don't like those noisy stars. It's hard to spot a planet transiting in front of the noise, hard to spot the dimming that occurs. Also the ultraviolet light from many active stars would destroy biosignature gases through a complicated series of chemical reactions.

The fraction of planets that can be observed, that are transiting, is just simple geometry. It's easy to calculate.

What about the fraction of rocky planets in the habitable zone? Calculating that was the Kepler space telescope's mission, but Kepler broke down earlier this year. 

SS: Astronomers have largely completed Kepler data analysis for small-star statistics. Small stars are what we're interested in. So we have this number, where the number is for quiet stars. It's 0.15. [Gallery: A World of Kepler Planets]

And the other terms?

SS: Not all of the terms in the equation can be calculated. The last two are just guesses. For the fraction of planets that have life, I put in one. I wanted to be optimistic. It really matters what you speculate for this term. You can put your own number in.

Detectable signatures of gas could mean a lot of things. As human beings, we exhale carbon dioxide. That’s our biosignature gas. But that's not useful because carbon dioxide in the atmosphere is naturally occurring. There are other possible gases we could look for. Oxygen is produced by plants and photosynthetic bacteria. We have also considered ammonia as a biosignature gas.

I carefully crafted the last term of this equation so one could actually add more information in. Does life produce a detectable signature? Are there systematic effects that rule out some biosignature gases being detected in some planets? Can we not find the signature for technical reasons? We just don't know how many planets have life that is producing biosignature gases that are detectable by us.

This story was provided by Astrobiology Magazine, a web-based publication sponsored by the NASA astrobiology program.

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