It looks like you're using an Ad Blocker.
Please white-list or disable AboveTopSecret.com in your ad-blocking tool.
Thank you.
Some features of ATS will be disabled while you continue to use an ad-blocker.
originally posted by: Direne
a reply to: FinallyAwake
That's true. But after 78 pages I am still waiting for a proof the Earth is 'round'. All the proofs exhibited assume you are not a blind observer. How would you prove Earth is round if you were blind? How would you prove to yourself Earth is round if you were blind and deaf?
There must be a proof regardless of the observer. There must be a proof for any kind of observers...
He realized that if he knew the distance from Alexandria to Syene, he could easily calculate the circumference of Earth. But in those days it was extremely difficult to determine distance with any accuracy. Some distances between cities were measured by the time it took a camel caravan to travel from one city to the other. But camels have a tendency to wander and to walk at varying speeds. So Eratosthenes hired bematists, professional surveyors trained to walk with equal length steps. They found that Syene lies about 5000 stadia from Alexandria.
Eratosthenes then used this to calculate the circumference of the Earth to be about 250,000 stadia. Modern scholars disagree about the length of the stadium used by Eratosthenes. Values between 500 and about 600 feet have been suggested, putting Eratosthenes’ calculated circumference between about 24,000 miles and about 29,000 miles. The Earth is now known to measure about 24,900 miles around the equator, slightly less around the poles.
www.aps.org...
Flat Earth and Refraction with Oil Platforms Hillhouse and Habitat
www.metabunk.org...
Oil rigs off the coast of Santa Barbara give us some great opportunities to view the curve of the Earth. But they also provide great opportunities for refraction to confuse the issue. How do we know it's not just refraction on a flat earth that just LOOKS round? I've added the oil-rigs to my refraction simulator, so people can experiment with what refraction is capable of doing. Also to demonstrate that you can't actually make a Flat Earth look round with refraction.
The Rainy Lake Experiment
Saturday, July 20, 2019 - 00:50 | Author: wabis | Topics: FlatEarth, Knowlegde, Science, Experiment
walter.bislins.ch...
Behind the Curve' Ending: Flat Earthers Disprove Themselves With Own Experiments in Netflix Documentary
BY ANDREW WHALEN ON 2/25/19 AT 5:04 PM EST
www.newsweek.com...
Campanella devises an experiment involving three posts of the same height and a high-powered laser. The idea is to set up three measuring posts over a nearly 4 mile length of equal elevation. Once the laser is activated at the first post, its height can be measured at the other two. If the laser is at eight feet on the first post, then five feet at the second, then it indicates the measuring posts are set upon the Earth's curvature.
In his first attempt, Campanella's laser light spread out too much over the distance, making an accurate measurement impossible. But at the very end of Behind the Curve, Campanella comes up with a similar experiment, this time involving a light instead of a laser. With two holes cut into styrofoam sheets at the same height, Campanella hopes to demonstrate that a light shone through the first hole will appear on a camera behind the second hole, indicating that a light, set at the same height as the holes, travelled straight across the surface of the Flat Earth. But if the light needs to be raised to a different height than the holes, it would indicate a curvature, invalidating the Flat Earth.
Campanella watches when the light is activated at the same height as the holes, but the light can't be seen on the camera screen. "Lift up your light, way above your head," Campanella says. With the compensation made for the curvature of the Earth, the light immediately appears on the camera. "Interesting," Campanella says. "That's interesting." The documentary ends.
originally posted by: Direne
a reply to: FinallyAwake
That's true. But after 78 pages I am still waiting for a proof the Earth is 'round'. All the proofs exhibited assume you are not a blind observer. How would you prove Earth is round if you were blind? How would you prove to yourself Earth is round if you were blind and deaf?
There must be a proof regardless of the observer. There must be a proof for any kind of observers...
If your observer is not able to take reliable measurements themselves
Using radioastronomy she can infer the existence of planets, their orbital mechanics, and all of the properties about objects a sighted observer can measure
Blind kayaker braves New River’s vaunted rapids
John McCoy Jul 2, 2017 Updated Nov
www.wvgazettemail.com...
Two guides accompany Bedwell whenever he’s on the river. One paddles a boat length or two ahead of him, and the other paddles a similar distance behind.
“They call directions to me — ‘Give me a 2 o’clock bow angle.’ ‘Hard left.’ ‘Hard right.’ ‘Charge,’” he said. “But even with their directions, there are times I’m going to tip over. I might be going over the peak of a wave, reach down for water and get nothing but air. Or maybe I get into a hole and can’t see which way to lean.”
originally posted by: neutronflux
a reply to: Direne
Ok. And what does that have to do with my post…
If you want to play that game. How would YOU prove to a “ blind and deaf” person there is a moon, lunar eclipses, and planets like Jupiter.
Then we could use your “wisdom” to help prove the earth is round……
"Your discussing someone ability to confirm it."
"Science is only concerned with physical reality"
"if we find one instant of things falling up it will invalidate gravity."
"Well, I think my idea about the blind person going to what flat earther's call the edge of the Earth and then measuring the force and direction of gravity for themselves would do the trick."
Converting Between Potential Energy and Kinetic Energy
courses.lumenlearning.com...
Gravitational potential energy may be converted to other forms of energy, such as kinetic energy. If we release the mass, gravitational force will do an amount of work equal to mgh on it, thereby increasing its kinetic energy by that same amount (by the work-energy theorem). We will find it more useful to consider just the conversion of PEg to KE without explicitly considering the intermediate step of work. (See Example 2.) This shortcut makes it is easier to solve problems using energy (if possible) rather than explicitly using forces.
More precisely, we define the change in gravitational potential energy ΔPEg to be ΔPEg = mgh, where, for simplicity, we denote the change in height by h rather than the usual Δh. Note that h is positive when the final height is greater than the initial height, and vice versa. For example, if a 0.500-kg mass hung from a cuckoo clock is raised 1.00 m, then its change in gravitational potential energy is
m
g
h
=
(
0.500
kg
)
(
9.80
m/s
2
)
(
1.00
m
)
=
4.90
kg
⋅
m
2
/s
2
=
4.90
J
mgh = (0.500 kg)(9.80
m/s
2
)(1.00 m) = 4.90 kg⋅
m
2
/s
2
=4.90 J
Note that the units of gravitational potential energy turn out to be joules, the same as for work and other forms of energy. As the clock runs, the mass is lowered. We can think of the mass as gradually giving up its 4.90 J of gravitational potential energy, without directly considering the force of gravity that does the work.