Nightfall: Can Kalgash Exist?
First time accepted submitter jIyajbe (662197) writes Two researchers from the Indian Institute of Astrophysics investigate the imaginary world of Kalgash, a planetary system based on the novel 'Nightfall' (Asimov & Silverberg, 1991). From the arXiv paper: "The system consists of a planet, a moon and an astonishing six suns. The six stars cause the wider universe to be invisible to the inhabitants of the planet. The author explores the consequences of an eclipse and the resulting darkness which the Kalgash people experience for the first time. Our task is to verify if this system is feasible, from the duration of the eclipse, the 'invisibility' of the universe to the complex orbital dynamics." Their conclusion? "We have explored several aspects of Asimov's novel. We have found that the suns, especially Dovim are bright enough to blot out the stars. Kalgash 2 can eclipse Dovim for a period of 9 hours. We also tested one possible star configuration and after running some simulations, we found that the system is possible for short periods of time."
I would recommend this book to anyone, it's an easy read and thought provoking.
Just because you disagree doesn't mean it's not true.
I'd be more surprised if researchers had proved his senary sun system could NOT exist. The man was a visionary.
"A door is what a dog is perpetually on the wrong side of" - Ogden Nash
The words of a true fanatic.
Nevermind the work, the science and the data. It's written in a format I dislike.
*slowclap* well done, sir.
...gis sdrawkcab (usually not responding to ACs; don't bother posting as AC)
Asimov's story only assumes that the suns' and planets' orbits are in that configuration for a few tens or maybe hundreds of thousands of years, not that they are stable for what astronomers would call the long term.
Epsilon Lyrae, and the vast number of amateur astronomers who've known about it for ages, would beg to differ. Two components that are naked-eye visible, one a double, one a triple. All gravitationally bound, and apparently quite dynamically stable. Five other nearby stars may be gravitationally bound to the system as well.
Castor (Alpha Geminorum) is a sextuple system.
But, of course:
"It's simply not possible for a system like this to exist. If you point out that systems like this do exist, it doesn't mean that my statement is wrong, it means that you're a wack job, so just shut up."
Bravo, good AC. Bravo.
The article actually stated that it was only stable on the short term.
It also seemed pretty obvious to me that the writer wasn't trying to "prove" that star system configuration existed, just that despite it being highly improbably, an approximation of it potentially could exist, at least for a little while. It's kind of like the idea that you could go buy one random lottery ticket and win the jackpot that drawing. It's possible, but it's a lot more likely that you won't, and there's a distinct chance that nobody will win this week, but that doesn't eliminate the possibility.
The problem is not the six suns but the constraints on the planet and moon:
* that the planet's orbit be stable over thousands of years. Millions or billions, if you want life to evolve.
* that the moon stay invisible at all times -- never be illuminated enough by any sun to be visible.
* that the moon be wide enough in angular size to eclipse one sun for over a day!
If you read this paper, you see they settled on a moon the same mass as Kalgash but with the density of Saturn! How could such a system possibly arise?
"we found that the system is possible for short periods of time"
They state that their configuration is "stable for a few hundred years", and their graphs only extend to 400 years. The eclipse cycle in the story is 2049 years and has repeated enough times that people are starting to detect that it is fact repeating.
In reference to tidal forces from the Trey-Patru binary they state "(Though subsequent generations of the Kalgash people will face dangerous scenarios.)".
Their configuration actually has not been shown to be survivable for even one cycle.