Algr said:
Interesting. Not many planets anywhere will have Red Dwarfs naked-eye-visible at all.
Most planets in solar neighbourhood are planets of red dwarfs.
Within 20 lightyears:
https://en.wikipedia.org/wiki/List_of_nearest_stars_and_brown_dwarfs
I seem to find non-red-dwarfs with confirmed planets:
- Sun 8
- e Eridani 3
- τ Ceti 4
- o2 Eridani 1
- ε Eridani 1
- ε Indi 1
total 18
red dwarfs with confirmed planets:
- Lacaille 9352 2
- Gliese 832 1
- Gliese 229 2
- GX Andromedae 2
- Lalande 21185 2
- Gliese 752 1
- Gliese 251 1
- Wolf 1061 3
- Gliese 687 2
- Gliese 674 1
- Gliese 876 4
- Luyten Star 2
- Gliese 3323 2
- FI Virginis 1
- YZ Ceti 3
- TZ Arietis 1
- Gliese 1061 3
- Gliese 1002 2
- Proxima Centauri 2
- Teegarden star 2
total 39
Algr said:
So I'm looking this up on Wikipedia and the skies from any planet in that system could never look like Tatooine. My drawing up top might be possible at some times of the year, if a planet was in the habitable zone of A or B. But then the distant star would appear far from the large one most of the year, and could be on the opposite side of the sky.
The known circumbinary planets:
https://en.wikipedia.org/wiki/Circumbinary_planet
Start of the list, in order of discovery...
- PSR B1620−26. The stars are a pulsar and a white dwarf, orbital period 191 days, planet orbital period about 100 years
- HD 202206. A Sun-like star, with a red dwarf satellite at a 256 day orbit (quite eccentric) and a brown dwarf at 1260 day orbit (also eccentric)
- DP Leonis. A tight white dwarf/red dwarf binary at 1,5 hour orbit. A planet out at 28 year orbit.
- Kepler-16. A binary of a K dwarf and red dwarf. "Luminosity" ratio at about 26/1 - apparently the bolometric not visual luminosity. Stars orbit at 41 days, planet at 229 days
- Kepler-34. A binary of two Sun-like stars, orbiting at semiaxis 0,22 AU. The first that could look like Tatooine.
The article
https://en.wikipedia.org/wiki/Kepler-34
does not actually spell out things like luminosities. So need to calculate them:
34A radius is 1,16 solar. Temperature 5913 K, which is 141 K warmer than Sun, so about 2,5 % warmer. This means the luminosity (bolometric) of A is about 150% solar.
34B radius is 1,09 solar. Temperature 5867 K which is 95 K warmer than Sun, so about 1,6 % warmer. So bolometric luminosity of B is about 125% solar.
Since the combined luminosity of two stars is about 275% solar, Earth-like radiation would be received at about 1,66 AU.
If both were at their average distance from 34"c" (the imaginary Earth-like planet, 34b is the real, Saturn-like one) then they would be respectively 70% and 65% of apparent size of solar disc.
Since the semimajor axis of the orbit of the stars is 0,23 AU and eccentricity 0,52 then when "c" is at the apside line, the distance between the stars is 0,34 AU, so one of them is at 1,49 and the other 1,83 AU. That 22% difference in distance will overwhelm the smaller differences in the size and brightness.
(Small back-of-the-envelope errors may exist; redo calculations if important. Note that the insolation of Earth varies 6% by season, yet we do not notice).