That means the tilt is not a factor because the planet spends equal time tilted in either direction over the course of a year. If the tilt is 90 during spring and autumn, 66.6 during the winter and 113.4 during the summer, than the annual average of the tilt will be 90 degrees. Do you understand the concept of taking an average value over the course of a year now?
The tilt is constant, it doesn't change. So it always points to the north star but in December the day side is in the south while in June the day side is in the north. I am afraid I don't understand your inquiry.
So if I understand you correctly, you mean it's hottest at the equator not due to the angle as the ball model suggests but also due to proximity sense the FE model proposes a "spot light" which is much smaller and closer and then proximity to it affects heat much more than angle.
But in regards to tilting, according to the standard ball model. The tilt doesn't change. Only ever so slightly which means the ball model also works for Polaris staying at the same observable position.
That means the tilt is not a factor because the planet spends equal time tilted in either direction over the course of a year. If the tilt is 90 during spring and autumn, 66.6 during the winter and 113.4 during the summer, than the annual average of the tilt will be 90 degrees. Do you understand the concept of taking an average value over the course of a year now?
as 2442 already mentioned Axial Tilt
The tilt is constant, it doesn't change. So it always points to the north star but in December the day side is in the south while in June the day side is in the north. I am afraid I don't understand your inquiry.
So if I understand you correctly, you mean it's hottest at the equator not due to the angle as the ball model suggests but also due to proximity sense the FE model proposes a "spot light" which is much smaller and closer and then proximity to it affects heat much more than angle.
But in regards to tilting, according to the standard ball model. The tilt doesn't change. Only ever so slightly which means the ball model also works for Polaris staying at the same observable position.