Is the info I put on this hypothetical solar system accurate?
Imagine Earth in a trinary instar system. What are instars, you ask? Simply put, they are artificially crafted stellar bodies that, exactly like insect larvae molting to different levels before pupating into adults, can shed their old photospheres to make way for smaller, longer-lasting newer ones. They always spend their first three million years as O2-type blue dwarves and their final ten trillion as M9-type red dwarves.
At the center of this hypothetical solar system is an instar currently on the B0 stage of its life. Orbiting it from a distance of 1200 astronomical units is a binary system. One is currently on the F2 stage of its life, the other on the F1 stage. Orbiting the binary P-style is the hypothetical Earth.
Instead of 365 24-hour days in a year, there are 728 48-hour days in a year, and each season lasts 182 days (or 364 regular days), which suggests an unnaturally circular orbit.
In this hypothetical Earth, daylight measures in at 93,000 lux, which is 93 percent as bright as daylight on real Earth.
The hypothetical Earth doesn’t have a moon. Instead, the single instar that the binary orbits is so far away that summer nights are two to three times brighter than a full moon on Earth. The only difference is that the sky has more of a bluish-violet tinge bordering on indigo. In the southern hemisphere, the south pole faces away from the binary and sees only the one that the binary orbits. In essence, south polar winter. During orbital winter, all three stars can be seen on the sky during the day and all the time at the south pole, thus making it south polar summer.
Based on the info provided above, some questions follow:
- Would a faraway star on the night side of the planet still have cycles of quarters and wanes and crescents like our moon?
- If one hemisphere faces a different star, would it have different dosages of radiation than the other hemisphere?
- Does the luminosity match the revolution? In other words, using the specified rotation and revolution, would this hypothetical Earth be orbiting the binary from comfortably within the habitable zone? Are 1200 astronomical units really enough of a distance for a B-type star to shine as brightly as astronomical twilight?