Hey! I've been working on this pretty decent principle! It's called the Vermonii Principle!

The Vermonii Principle(Viscous-Nonlinear Equilibrium)

"Fluid stability is a constant tug-of-war between dissipative damping and self-amplifying chaos; a smooth solution persists only as long as the fluid's geometric reshapping (viscosity and boundaries) can redistribute energy faster than its nonlinear self-interaction can concentrate it."

D • G => A

If DG is greater than A the flow stays smooth, if A becomes larger than DG, tug of war is lost and flow is turbulent

Represents viscosity and the energy lost to heat.

(Self-Amplifying Chaos): Represents the nonlinear "push" that concentrates energy.

(Geometric Reshaping): Represents the effect of boundaries and shape.

(Stability): The state of the fluid.

variables here

D = Dissipative Damping

G = Geometric Reshaping

A = Self Amplifying Chaos

S = Stability