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A Geometrical Determination of the Fine-Structure Constant [#275328]



A Geometrical Determination of the Fine-Structure Constant
A Geometrical Determination of the Fine-Structure Constant by Gerald W. Scanlon
English | July 28, 2021 | ISBN: N/A | ASIN: B09BF3TW31 | 36 pages | EPUB | 1.62 Mb
Does the universe around us have a fundamental structure that can be glimpsed through special numbers?


The brilliant physicist Richard Feynman (1918-1988) famously thought so, saying there is a number that all theoretical physicists of worth should worry about. He called it one of the greatest damn mysteries of physics. He said it is a magic number that comes to us with no understanding by man.
That magic number, called the fine-structure constant, is a fundamental constant, with a value which nearly equals 1/137 or to be precise is currently calculated to be 1/137.035999206. It is denoted by the Greek letter alpha α.
In this book, the author presents a mathematical basis to calculate the fine-structure constant. He first designs a geometrical structure by using multiples of 8 raised to the powers of 0, 1, 2, 3, and 4. Next, he uses the geometrical structure and the alluring number 137 to write a mathematical formula to be able to calculate the value of the fine-structure constant. By using this approach, the geometrical determination of 1/α is calculated to be 137.0360354.


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