The world is merely mistaken that the earth is a globe. This mistake took root in Ancient Greece when it was decided that the earth was a globe based on three casual observations -- the sinking ship effect, the observation that the shadow on the moon during a lunar eclipse is round, and the observation that Polaris descends as you travel southward (All addressed as fallacy in Earth Not a Globe by Samuel Birley Rowbotham). These beliefs took hold and were passed down from generation to generation, brainwashed into children from the cradle. Scientific interpretations about the world are skewed unter the dogma of a round earth, and elaborate phenomena and explanations are invented whenever an observation contradicts the status quo.
This post is no more than "Tom Bishop" in his infinite wisdom says.
I can't tackle all of on just a tablet, so I'll just look at one aspect.
Geodesy
Geodesists are said to study the shape of the earth, but if one looks at their journals they will find that they do nothing but look at certain subjects and declare how it works on a Round Earth. The levels of g are slightly different at different locations, so the Geodesist declares that the earth is not perfectly round. Not really the level of inquiry we are looking for here.
How Geodetic Surveyors Prove that the Earth is not FlatOne of the main tasks of geodetic surveyors is to map out large areas of land, whole countries.
This is where I claim geodetic surveyors prove that the earth is not flat. Nothing fancy or esoteric, just measuring the dimensions of countries along with the latitude and longitude of the accurately positioned survey points. Results of these measurements are summarised in various survey maps.
I have good copies of an Australian map published in 1855, and a USA Topographical Survey of 1887. These gave quite a lot of information regarding the width of one degree of longitude at various latitudes, but to fill in gaps in the Southern Hemisphere I used a scan of a Times Atlas. I would not expect the same accuracy of a derived map, covering such a large North-South range, such as this, but the agreement is still quite good.
Details of this are found in this post
Re: Latitudinal lines south of equator « Reply #4 on: August 04, 2016, 04:58:07 AM »These were the maps used:
Map of Australia 1855 | | USA Topographcial Survey-1887 | | South America Times Atlas |
And the results can be summarised as:
The following table gives the width of one degree (under the heading "km/deg") at various latitudes in both the northern and southern hemispheres, the circumference of the earth (the distance for 360°) from the map reading at each latitude, the circumference at that latitude based on a spherical earth (yes, I know it's not a perfect sphere!) and the circumference at that latitude based on a Flat Earth Ice Wall Map.
The "Flat Earth Circumference @ Latitude" is based on the 24,900 mile overall diameter of the "known earth" as in
the Wiki, The Ice Wall. The circumferences are then simple "pro-rated" as the meridians on the "FE Ice Wall map" are simply radial lines.
Latitude
| | km/deg @ Lat
| | Map Circum@Lat | | Ideal Globe Circum@lat | | Flat Earth Map Circum@lat | | Source of "map data" |
51.0° | | 70.3 km/deg | | 25,300 km | | 25,200 km | | 27,400 km | | US 1887 map |
43.0° | | 81.7 km/deg | | 29,400 km | | 29,300 km | | 33,000 km | | US 1887 map |
35.0° | | 91.4 km/deg | | 32,900 km | | 32,800 km | | 38,600 km | | US 1887 map |
0.0° | | 109.7 km/deg | | 39,500 km | | 40,100 km | | 63,200 km
| | Times Atlas map |
-20.0° | | 102.1 km/deg | | 36,700 km | | 37,700 km | | 77,200 km | | Times Atlas map |
-34.0° | | 92.0 km/deg | | 33,200 km | | 33,200 km | | 87,100 km | | 1855 Australian map |
-45.0° | | 79.2 km/deg | | 28,300 km | | 28,300 km | | 94,800 km | | Times Atlas map |
-55.0° | | 65.5 km/deg | | 23,600 km | | 23,000 km | | 101,800 km | | Times Atlas map |
The 1887 US survey map and the 1855 Australian map are very high resolution accurate maps, but the Times Atlas is not such a large scale and not as accurate. Also the figures are scaled (quite accurately) from scanned paper maps, so very high accuracy is not expected. Nevertheless most of the circumferences are within 1% of the expected value for the globe (The "Times Atlas" is a bit out at high southern latitudes - not unexpected for a flat map).
I would claim that the measurements shown on these maps are quite consistent with a Globe, but bear no relation the expected measurements for a flat earth.
I have enough personal experience driving around Australia to be quite confident of the accuracy there. Possibly US or other readers might like to give some comments about their own country. No great accuracy is needed, as the differences are quite large even in the Northern Hemisphere, becoming quite massive from the equator south.
This is where geodetic surveyors prove that the earth is a globe,
not so much in any curvature measurement's - though they do that too, but that's another story.