I Summary of the fundamental equations/laws

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The discussion revolves around creating a T-shirt design featuring fundamental equations and laws of physics. Key equations mentioned include Newton's laws, Lagrangian and Hamiltonian mechanics, Maxwell's equations, the laws of thermodynamics, Schrödinger's equation, and Einstein's field equations. Participants suggest additional important equations like Dirac's equation and Emmy Noether's theorem, emphasizing their significance in understanding symmetries in physics. The relevance of Navier-Stokes equations and the ideal gas law is debated, with some considering them less fundamental. The conversation concludes with a light-hearted note about the T-shirt size.
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Hey, all!

So, a friend of mine recently bought a shirt with a bunch of random, nonsensical formulas on them and it kind of seemed odd to me. So I had an idea for a T-shirt design with proper formulas... The basic, fundamental equations and laws of physics as we know them now.

So far I have Newton's laws, Lagrangian and Hamiltonian mechanics, Maxwell's equations, the laws of thermodynamics, Schrödinger's equation and Einstein's field equations for general relativity.

What else am I missing? What are the most general principles or equation(s) in QFT/QED?

Thanks in advance!
 
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Dirac's equation. Navier-Stokes for fluid flow? Is the ideal gas law too trivial? Stefan-Boltzmann? (What size is this tee-shirt?)
 
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John Park said:
Dirac's equation. Navier-Stokes for fluid flow? Is the ideal gas law too trivial? Stefan-Boltzmann? (What size is this tee-shirt?)
Oh, Dirac's equation may be a good idea! Navier-Stokes is indeed important but not fundamental in the sense that it's conservation of linear momentum for a continuous medium coupled with the constitutive equation for a Newtonian and incompressible fluid; same for ideal gas law, it can be derived, and Stefan-Boltzmann can be derived from integrating Planck's law.

And I guess this is a normal-sized T-shirt? I don't know, maybe large size? :oldbiggrin:
 
How about Emmy Noether's theorem: A statement about symmetries of differential equation is the most fundamental subject I can think about, because it carries the way we try to understand nature: by symmetries and dynamics.
 
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fresh_42 said:
How about Emmy Noether's theorem: A statement about symmetries of differential equation is the most fundamental subject I can think about, because it carries the way we try to understand nature: by symmetries and dynamics.
That is a very good point!
 
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