If you’re so good at maths, can you tell me how a cord devide the radius? Or something to that extent. I know the chord’s lenght, and the minor segment’s height. Now to modell this I probly need a cylinder and cut the major segment off, but to get the right size I need the r. Don’t I? Am I going insane?
Comment on That's a big burger
jjagaimo@lemmy.ca 2 months agoUnRelatedBurner@sh.itjust.works 2 months ago
Tlaloc_Temporal@lemmy.ca 2 months ago
d = r/sinΘ
Human FoV is about 210° with both eyes. Thus Θ is 105°.
The radius of the sun is 695,508 km.
Thus, d is 695,508/sin(105) → 720,043 km
720,043 - 695,508 = 24535 km away from the surface of the sun.
However, because the FoV is greater than 180°, this is actually below the surface of the sun, and any distance below the surface is enough to fill your vision.
To completely fill your field of view with the Sun, you’ll need to take a Parker Bath and dip into the sun.
cordlesslamp@lemmy.today 2 months ago
so simple (and not at all). Thanks.
Tlaloc_Temporal@lemmy.ca 2 months ago
lemmy.ca/comment/11296009