Why is Pi so occurring in physics

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Pi appears frequently in physics due to its intrinsic connection to cyclic and oscillatory phenomena. It is one of several fundamental constants in science, alongside e, which describes non-cyclic changes like growth and decay. The relationship between these constants, particularly the equation eπi = -1, highlights a profound mathematical connection that captivates many. This relationship is considered as intriguing as famous equations like E=mc2. The discussion emphasizes the significance of these constants in understanding the mathematical framework of physical laws.
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Pi is everywhere in physics. Why is that.
 
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Pi occurs naturally in the mathematics of cyclic or oscillatory behavior.
 
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jamalkoiyess said:
Pi is everywhere in physics. Why is that.
π is only one of several fundamental constants that turn up in Science. e is a constant that is involved in the description of non-cyclic changes - growth and decay. But those two constants have an odd relationship with each other and other mathematical constants
It also happens that
eπi = -1
That's something 'inside Maths' which everyone finds exciting and, to my mind, it's at least as interesting as E=mc2. When we were told that for the first time, the whole class were shuffling in their seats with amazement.
 
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