Simpleton question about superstrings

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SUMMARY

This discussion centers on the nature of superstrings and their vibrational properties within quantum physics. Participants explore the energy sources that cause superstrings to vibrate, questioning whether these sources stem from one of the four fundamental forces or a combination thereof. Additionally, the conversation touches on the relationship between superstrings, Fibonacci numbers, and the golden ratio, highlighting the ongoing mystery of how these mathematical patterns manifest in nature. Richard Feynman's quote underscores the complexity of understanding the qualitative aspects of fundamental physics equations.

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  • Basic understanding of quantum physics concepts
  • Familiarity with superstring theory
  • Knowledge of the four fundamental forces of nature
  • Awareness of mathematical patterns in nature, such as Fibonacci numbers and the golden ratio
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  • Research the principles of superstring theory and its implications in modern physics
  • Explore the four fundamental forces of nature and their interactions
  • Investigate the mathematical significance of Fibonacci numbers in natural phenomena
  • Study Richard Feynman's contributions to quantum mechanics and his philosophical insights
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Students and enthusiasts of quantum physics, physicists exploring theoretical frameworks, mathematicians interested in natural patterns, and anyone seeking to understand the intersection of mathematics and fundamental physics.

risingphoenix
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I apologize in advance- I'm not gifted in the area of science- but I do enjoy reading about quantum physics, superstrings, GUT, etc. So this question is "sub-elementary"- but I can't find an explanation.

Okay- superstrings "vibrate"- all at their own unique vibrational speed? What's the energy source that causes them to vibrate at whatever level? Is it one of the 4 universal forces, or a combo of them?

And on a sidetrack- if superstrings also comprise atoms and living things and nature- how does the order of nature, i.e., the Fibonacci numbers, and the golden ratio relate to the subatomic make-up of the natural world?
 
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The ubiquity of fibonacci numbers and the golden ratio in patterns we see in the natural world is not at this stage understood in terms of fundamental physics. Heres a quote from Richard Feynman :

The next great awakening of the human intellect may well produce a method of understanding the qualitative content of equations.Today we cannot. Today we cannot see that the water flow equations contain such things as the barber pole structure of turbulence that one sees between rotating cylinders. Today we cannot see whether Schrödinger's equation contains frogs, musical composers, or morality—or whether it does not.
 

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