16 Jul '17 12:07>
Originally posted by FreakyKBHAn angle is defined by 3 points.
At ~93M miles away, what is the degree of angle the sun's light would hit the earth?
ABC
then you can ask what the angle is at B
What are you asking?
Originally posted by humyGoodness.
https://en.wikipedia.org/wiki/Sun_path
you must be pretty ignorant.
Originally posted by FreakyKBHRelative to a line connecting their centers it works out to be 0.0048 degrees variation arcross the entire (or nearly entire) hemisphere that is illuminated. Which is effectively 0 deg, or in other words all incident light is basically parallel from the sun.
At ~93M miles away, what is the degree of angle the sun's light would hit the earth?
Originally posted by FreakyKBHWRONG, it IS just that;
This doesn't have a single thing to do with the sun's apparent position in the sky or its trajectory.
It asks what the lines of its light would follow, given its distance from the earth.
Originally posted by joe shmoThat all depends on why you are measuring it. It ISN'T zero degrees and they are NOT parallel. They are just very close to those such that for SOME situations the discrepancy can be ignored. But if you wanted to measure the distance to the sun, that discrepancy is sufficient to make parallax measurements. In fact parallax across earth can be used to measure the distance to nearby stars.
Which is effectively 0 deg, or in other words all incident light is basically parallel from the sun.
Originally posted by humyExcept for the fact that I didn't say 'day arc'.
WRONG, it IS just that;
https://en.wikipedia.org/wiki/Sun_path
"...day arc, refers to the daily and seasonal arc-like path that the Sun appears to follow across the sky as the Earth rotates and orbits the Sun. ...".
Originally posted by twhiteheadmy apologies; I misread.
Except for the fact that I didn't say 'day arc'.
.
The OP and Feakys subsequent posts are far from clear about what he wants to know.
Originally posted by twhiteheadI didn't feel the need to explain that 0.0048... is not 0.00... As far as I can see, he asked for the sunlights angle of incidence on Earth. I said it varies over an small ( non zero ) range across the hemisphere, nothing more nothing less. If he misunderstands that is his problem, not mine.
That all depends on why you are measuring it. It ISN'T zero degrees and they are NOT parallel. They are just very close to those such that for SOME situations the discrepancy can be ignored. But if you wanted to measure the distance to the sun, that discrepancy is sufficient to make parallax measurements. In fact parallax across earth can be used to measure the distance to nearby stars.
Originally posted by humyIt's pretty simple.
my apologies; I misread.
The OP and Feakys subsequent posts are far from clear about what he wants to know.
I sure noticed that. Perhaps he doesn't know what he wants to know. Or perhaps he doesn't want to know anything at all. In whichever case, for whatever reason, he is so vague as to make it apparently impossible to determine what, if anything, he wants to know.
Originally posted by humyAs is usually the case with Freaky, he watched a YouTube video, didn't understand it, but thought it said 'all round-earthers proved wrong!', so he ran over here hoping to challenge us with some mind blowing knowledge, but, given that he didn't understand it, is now fumbling to ask the right question.
Perhaps he doesn't know what he wants to know. Or perhaps he doesn't want to know anything at all.
Originally posted by humy
WRONG, it IS just that;
https://en.wikipedia.org/wiki/Sun_path
"...day arc, refers to the daily and seasonal arc-like path that the Sun appears to follow across the sky as the Earth rotates and orbits the Sun. ..."
It asks what the lines of its light would follow, given its [b]distancefrom the earth.
Originally posted by FreakyKBHClearly false.
It's pretty simple.
The sun's distance from the earth require the light emanating from it to evenly hit the earth, tilt and curvature notwithstanding
Originally posted by AThousandYoungI calculated the angle Earth would substend from the sun, about 18 arc seconds. I should have done it from the sun. Which Joe already did, it comes out about 6200 arc seconds.
Depends on where it hits the Earth. Distance is irrelevant.