When a star has rotated around the fixed point - or the axis - once, that means the earth has completed one spin on its axis. It’s called a sidereal day. But!! It is not a full day by the clock!
A full day by the clock is when the sun has transited twice. Remember that the sun is a star, too - and goes in circles just like the other stars. It’s just closer to us, that’s all.
At the north pole, the fixed point/axis is right above you, and all stars are circumpolar around it. This includes the sun. If the earth was straight up-and-down, the sun would be a full 90° away from the axis. But the earth is tilted, so when the north pole has summer (when that pole is tilting towards the sun), the sun is just above the horizon. It’s circumpolar, like all the others, so it never sets - so you have constant daylight as it moves in a very large circle around your horizon. And for winter, vice versa.
People don’t live bang smack on the north pole, though. Just like in the last post, the further south you go, the more the fixed point tilts forward, and the stars with it. The sun is only circumpolar for a while. As its circle tilts, it drops below the horizon - but only for a short time, you can still see most of the circle - and the more it tilts as you move south, the more of the circle happens below the horizon. Eventually, you get to the equator, and half of the circle is below the horizon.
So the sun transits just like a star. You’ll always see its upper transit - when the sun is highest in the sky - but not its lower transit, unless you live very near one of the poles. A full transit of the sun is a solar transit - but it’s slightly longer than a sidereal transit.
The earth has rotated once on its axis - but it has also moved a bit more around the sun. So after a full rotation, the sun isn’t quite in the same place The earth has to rotate a bit more for the sun to complete its transit. As it’s moved about 1° around the sun, it has to rotate another 1° to compensate - 1/360 of a day, or 4 minutes. So a full day is 1 & 1/360 of a rotation.














