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Is great pyramids dimensions related to golden proportion?
Mousasadighi
Assuming that the base of pyramid as perfect square, has area value factor of golden proportion(1.618339 or square root of 5 divided by 2 plus 0.5),then the side of perfect square size factor becomes square root of golden proportion value as 1.2720196.
By having the height of a pyramid, hypotenuse of the right triangle, which is the height of side's isosceles triangles and the rest can be achieved geometrically and calculated numerically of a pyramid model layout.
Hight will be driven by multiplying square root facto by half the size of base.
All above calculations can be done with compass and a ruler without any given side size for base perfect square.
What could have been important for master builder to start with was probably proportions factor based on above assumption,base and height size.
For Giza case amazingly, multiplying 1.2720196 as a factor(square root of golden proportion value) by half the size of the base original side 115.2(original size of the base side:230.4),we have size of height as146.53665(compare with Giza pyramid original height size:146.59).
OR dividing hight to half size of square(given by dearresearchers),yuo have a factorvalue of 1.2724826 wich isclose enogh.
square root of GP is 1.2720196.
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∙ 10y ago
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