Natural Functions Gradient + Divergence + Curl Surface
R = (Ē · F̃ · p̃) / (f̃r + ε)
v ∼ ∇R + α(∇·F̃) − β(∇·u) + γ curl
Ē 0.000
mean |F̃| 0.000
mean p̃ 0.000
mean f̃r 0.000
mean |∇R| 0.000
mean |curl| 0.000
mean |∇·u| 0.000
ball air
Clean integrated version: gradient drives motion, divergence of force adds structured flow, divergence of velocity stabilises it, and curl adds rotational behaviour.