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How did Eratosthenes measure the circumference of the Earth, a long time before modern technologies period ?
To calculate the Earth circumference, an Ancient Greek mathematician called Eratosthenes went to Syenne in Egypt at the summer solstice. At the summer solstice, sunbeams are perfectly perpendicular to the surface of the Earth in Syenne, close to the Tropic of Cancer. Further, 800 km due North in Alexandria, he saw that the angle of the shadow of an obelisk was 7,2 degrees.
As sunrays are considered parallel, and thanks to the properties of Z-angles, he deduced that the angle between Alexandria and the centre of the Earth and Syene was also 7,2 degrees.
credits http://www.msnbc.com/rachel-maddow-show/
Eratosthenes understood that 7,2 degrees from the center of the Earth corresponds to 800km on the surface of the earth. So he used proportionality rules and multiplied 800km by 360 degrees and divided it by 7,2 degrees.
The circumference of the Earth corresponded to approximately 40 000 km.
Olivier and Hassan
ERASTOTHENES EXPERIMENT IN PALEKASTRO, CRETE
On Monday 21st March, day of the spring equinox, the weather was lovely and it was warm, the sun was shining. The sun rays at the equinox are perpendicular to the equator. We were in Palekastro Primary School in Crete. That day, we calculated the Earth’s circumference using the inclination of solar rays.
First we took a gnomon 1 m high and with a big ruler we measured the shadow of the gnomon. The shortest length we found was 66 cm, corresponding with solar noon.
![](/files/collabspace/1/01/301/10301/images/b412cea72.jpg)
At the same time, in another city Didimotichon, located on the same meridian, another school made the same experiment. They measured shortest the shadow and found 88 cm.
The distance between the two cities is 701 km.
![](https://twinspace.etwinning.net/files/collabspace/1/01/301/10301/images/adc21a32.jpg)
Right triangles
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Palekastro
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Didimotichon
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Angles
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A1∑1T1
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T1A1 = 100 cm
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T1∑1 = 88 cm
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41,3 °
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A2∑2T2
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T2A2 = 100 cm
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T2∑2 = 66 cm
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33,4 °
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We calculated the angle the sun rays were making with the gnomon.
In the right triangle ∑1A1T1 :
Tan (O1) = ∑1T1/T1A1 = 88/100 = 0,88
Therefore, O1 = arctan (0,88) = 41, 3°
In the right triangle ∑2A2T2 :
Tan O2 = ∑2T2/T2A2 = 66 /100 = 0,66
Therefore O2 = arctan (0,66) = 33,4°
41,3°- 33,4° = 7,9 °
7,9°corresponds to 701 km therefore, by cross product, 360°correspond to 31 944,3 km.
The circumference of the Earth we found is 31 944, 3 km.
ERATOSTHENES EXPERIMENT IN REUNION ISLAND-22nd MARCH 2016
We did the Eratosthnes experiment in Reunion Island on the 22nd March 2016, the day after the equinox, at solar noon, 12:23 (local time)when the sunbeams are perpendicular to the Equator.
Instead of an obelisk, we used a 1 meter high ruler and measured the length of the shadow.
![](/files/collabspace/1/01/301/10301/images/b5e6ac7a.jpg)
We had no other school to work with that day, so we refered to a point on the equator at the same longitude (55°3 E). The angle sunbeams make with the ruler should be almost 0° because we were just the day after the equinox.
Distance between the two places : 2325 km called D.
So, we did the experiment:
The length of the shadow at 12:23 was in Reunion Island : 0,41m ; we called it L2. H2 is the height of the ruler : H2 = 1
We had to find the angle A2. We found it by trigonometry (here the tangent of an angle in a right angled triangle) :
![](/files/collabspace/1/01/301/10301/images/aad5b1b8.png)
So we have: A1 = 0 ° and
therefore
![](/files/collabspace/1/01/301/10301/images/b5117c7a0.jpg)
The result is approximately the same as Eratosthenes found but not very accurate because the Earth is lightly flattened at the poles more than spherical.
Hassan and Olivier
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Inspirated by Eratosthenes'experiment, our school calculated the earth circumference with the help of modern tecnologies like computer and satellites and using Michalsky's algorithm.
We chose a city on the same meridian of Partinico that is Galleriano, then we calculated the distance from Partinico to Galleriano using Google Earth (880,65 Km).
![](/files/collabspace/1/01/301/10301/images/bc12a43ca.JPG)
![](/files/collabspace/1/01/301/10301/images/bc12a43ca.JPG)
We used then, Michalsky's algorithm[1] to calculate the solar rays inclinations both in Partinico and Galleriano.
Coordinates:
Partinico:38.0357385. 13.1112355
Galleriano:45.94478890. 13.1202
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)