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originally posted by: FlyInTheOintment
a reply to: WhatItIs
Does your sketch approximate what you can see in the photograph? No, no it doesn't.
Lame attempt to debunk using a magic marker & deceptive intent.
originally posted by: WhatItIs
Used this in another thread. But if you are going to make the same thread twice….
Skyline Skepticism: The Lake Michigan Mirage
www.abc57.com...
To those that doubt affects of refraction. The full Chicago skyline should be visible all the time if it weren't the case, barring clouds, rain or fog. However that’s not the case, it is always changing. I encourage anyone to go look for themselves.
originally posted by: cooperton
beyondrange.wordpress.com...
443km is the current record for distance in a photograph. That would be about 15km of curvature if the earth were curved in 3D. No part of that mountain should be visible, even if youre on a 3km high mountain. You can look through that site and see countless examples of defying the curve.
The Longest Sightlines on Earth
www.amusingplanet.com...
Another factor that can allow for longer sightlines is the temperature of the air. When the air near the earth’s surface is cooler than that above it, a condition known as temperature inversion, the layers of air can bend light in such a manner that it follows the curvature of the earth increasing our line of sight.
www.bbc.com...
originally posted by: DaRAGE
a reply to: cooperton
It's not 15 miles of curvature. It's 5 KM's.
And Refraction of the air allowing you to see those longer distances.
Well let's discuss one thing at a time shall we?
originally posted by: cooperton
The refraction argument can be disproven on frozen lakes where they detect much longer distances than should be allowed by a curve. No refraction will occur because it's all at the same elevation level. Refraction requires a change in air density and it is seldom, if ever, drastic enough to let you see around edges.
Atmospheric refraction slightly increases the observed elevation angle of a peak relative to the observer. The effect is actually quite complicated, since it depends on the precise atmospheric conditions, including atmospheric pressure, temperature, and water vapor content, and thus varies with time and the altitudes of the observer and the observed peak. Fortunately, the effect of refraction is less than ~15% of the effect due to the curvature of the Earth, and typically only increases the observed elevation angle by less than 0.1°.
originally posted by: sapien82
a reply to: IamOak76
and celestial navigation is how old again
aye pretty damn old right 4000 years old
how would celestial navigation work on a flat earth
or would it at all ?
Equatorial Mounts WOULDN'T WORK on a Flat Earth
m.youtube.com...
That is the explanation on the Flat Earth society web page:
originally posted by: WhatItIs
originally posted by: Arbitrageur
"Not all flat earthers have the same beliefs but in general I think most don't believe in gravity, and think the reason we seem to feel gravity is because the earth is accelerating to simulate gravity."
I’m not sure most believe that.
In the Flat Earth model, 'gravity', rather than being a force, is the upward acceleration of the Earth. The Earth always accelerates upward at 1g, which is equivalent to the gravitational acceleration in the Round Earth model.
originally posted by: Arbitrageur
You brought up the example of mountain peak to mountain peak, and in that case air density definitely changes because density is lower at the mountain peaks, and higher where the line of sight passes close to the ground between the peaks.
There is detailed mathematics actually allowing us to calculate the expected change in elevation due to refraction, and it's typically in the opposite direction of the curvature of the earth. The following page says less than 15% of the curvature of the earth, but you could run some numbers for like 12%, 13%, 14% to look at the effects of a range of the relevant variables.
The Effect Of Atmospheric Refraction On The Observed Elevation Angles Of Peaks
Atmospheric refraction slightly increases the observed elevation angle of a peak relative to the observer. The effect is actually quite complicated, since it depends on the precise atmospheric conditions, including atmospheric pressure, temperature, and water vapor content, and thus varies with time and the altitudes of the observer and the observed peak. Fortunately, the effect of refraction is less than ~15% of the effect due to the curvature of the Earth, and typically only increases the observed elevation angle by less than 0.1°.
originally posted by: FlyInTheOintment
a reply to: cooperton
Keep fighting the good fight, thanks for your efforts.
originally posted by: cooperton
Being willing to follow the evidence
originally posted by: cooperton
originally posted by: Arbitrageur
Then some flat earthers come up with some really bizarre arguments, like one guy who tried to argue that the reason the tops of multiple poles placed a distance apart didn't all line up wasn't because the earth was curved (which was the right answer), but because the mass of the earth was bending the light! The problem with this of course is that flat earthers all apparently know approximately zero math and he had never tried doing any calculations to see how much the light would actually bend according to general relativity. The sun is far more massive than the earth and even the sun bends the light so slightly that the bend was difficult to measure when it was first measured in 1919.
But this is assuming the contemporary theory is true. If earth has a flat spacetime topology, which is a viable mathematical possibility in Einstein's field equations, then it would totally change the distances of these objects. This would make the observations made by Eddington show that gravitational lensing is even more potent than we thought before.
I wouldn't be pursuing an explanation for flat spacetime topology if photographers weren't constantly defying a curved topology of the earth:
beyondrange.wordpress.com...
443km is the current record for distance in a photograph. That would be about 15km of curvature if the earth were curved in 3D. No part of that mountain should be visible, even if youre on a 3km high mountain. You can look through that site and see countless examples of defying the curve.
originally posted by: WhatItIs
Let’s just ignore how you gloss over important facts.
Bet you can’t draw how the sun sets on a flat earth to be physically blocked from view, and how the light of the sun is blocked by the earth’s horizon to create earth’s shadow we call night fall.
originally posted by: DaRAGE
I’d like to know the movement of the sun over a flat earth
Can you show a drawing of the flat earth and how the sun traverses over it.