CURVATURE кривизна земной поверхности или отсутствие таковой
Jun 27, 2015 20:57:33 GMT 1
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Post by admin on Jun 27, 2015 20:57:33 GMT 1
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Curvature of the earth / horizon (or lack thereof)
Related thread (as many experiments are on the curvature of the earth):
fsr.boards.net/thread/90/flat-earth-experiments
Curvature of the earth formulas and calculators:
en.wikipedia.org/wiki/Horizon#Curvature_of_the_horizon
drop = SQRT(A^2+B^2)-A
where:
"A" is the radius of the earth (in inches)
"B" is the distance (in inches)
you get your result in inches
Or you can do everything in miles, but everything has to be done in the same unit of measurement.
de.wikipedia.org/wiki/Erdkr%C3%BCmmung
Simplified formula of curvature of the horizon (according to spherical earth):
fsr.boards.net/attachment/download/126
Horizon calculator - radar / visual:
members.home.nl/7seas/radcalc.htm
The most detailed curvature formula calculator (based on the Pythagorean theorem) I found so far, as it even includes information on refraction. It is from a flat earth debunking channel:
flatearthinsanity.blogspot.it/p/fei-horizon-calculator.html
Measure Distance on Map:
www.freemaptools.com/measure-distance.htm
Distance to the horizon:
blogs.discovermagazine.com/badastronomy/2009/01/15/how-far-away-is-the-horizon/#.Vp-69porLwc
---------------
Check out these horizon videos with sea / lakes:
Pentax 55x zoom PAIR lens viewing ship at various distances
Nikon CoolPix P600 60x Zoom Test Sea
Panasonic SDR-H40.Zoom test Ship
Panasonic SDR-H40.Zoom test Ship
Lake Michigan Sunset, Chicago Skyline, September 4, 2011.
La Corsica vista da Ventimiglia
Corsica ed Elba viste da Genova - Superior Mirage (Full HD1080p)
If you don't mind geometry, watch my own video, which shows that you should not be seeing the bottom of those ships, the light from the lighthouses, the skyscrapers on the other side of the lake...:
Flat Earth: Curvature formula vs. lighthouses
Don't forget to read the comment section below the video on YouTube with my answers to the most common objections and criticism.
Curvature of the earth / horizon (or lack thereof)
Related thread (as many experiments are on the curvature of the earth):
fsr.boards.net/thread/90/flat-earth-experiments
Curvature of the earth formulas and calculators:
en.wikipedia.org/wiki/Horizon#Curvature_of_the_horizon
Horizon curves by sqrt(radius^2+distance^2)-radius
drop = SQRT(A^2+B^2)-A
where:
"A" is the radius of the earth (in inches)
"B" is the distance (in inches)
you get your result in inches
Or you can do everything in miles, but everything has to be done in the same unit of measurement.
de.wikipedia.org/wiki/Erdkr%C3%BCmmung
0,8 mm auf 100 m
20 mm auf 500 m
78 mm auf 1000 m
1,96 m auf 5000 m
7,85 m auf 10.000 m
1,96 m bei 5 km
7,85 m bei 10 km
196 m bei 50 km
785 m bei 100 km
1.766 m bei 150 km
3.138 m bei 200 km
4.903 m bei 250 km
20 mm auf 500 m
78 mm auf 1000 m
1,96 m auf 5000 m
7,85 m auf 10.000 m
1,96 m bei 5 km
7,85 m bei 10 km
196 m bei 50 km
785 m bei 100 km
1.766 m bei 150 km
3.138 m bei 200 km
4.903 m bei 250 km
Simplified formula of curvature of the horizon (according to spherical earth):
fsr.boards.net/attachment/download/126
Horizon calculator - radar / visual:
members.home.nl/7seas/radcalc.htm
The most detailed curvature formula calculator (based on the Pythagorean theorem) I found so far, as it even includes information on refraction. It is from a flat earth debunking channel:
flatearthinsanity.blogspot.it/p/fei-horizon-calculator.html
Measure Distance on Map:
www.freemaptools.com/measure-distance.htm
Distance to the horizon:
blogs.discovermagazine.com/badastronomy/2009/01/15/how-far-away-is-the-horizon/#.Vp-69porLwc
---------------
Check out these horizon videos with sea / lakes:
Pentax 55x zoom PAIR lens viewing ship at various distances
Nikon CoolPix P600 60x Zoom Test Sea
Panasonic SDR-H40.Zoom test Ship
Panasonic SDR-H40.Zoom test Ship
Lake Michigan Sunset, Chicago Skyline, September 4, 2011.
La Corsica vista da Ventimiglia
Corsica ed Elba viste da Genova - Superior Mirage (Full HD1080p)
If you don't mind geometry, watch my own video, which shows that you should not be seeing the bottom of those ships, the light from the lighthouses, the skyscrapers on the other side of the lake...:
Flat Earth: Curvature formula vs. lighthouses
Don't forget to read the comment section below the video on YouTube with my answers to the most common objections and criticism.
