ΔΦ CONSTRAINT BLOOM GEOMETRY v2.0 The Universal Electrostatic Retention Architecture Across Biology, Atoms, and Cosmos

This paper formalizes the ΔΦ Constraint Bloom Geometry v2.0, presenting a universal electrostatic law that governs the emergence of anatomical, cellular, atomic, and cosmic "bloom nodes" when conserved tension flows (ΔΦ = ρ × v) encounter constraint. These structures—ranging from the appendix and cochlea to orbital lobes and pulsar jets—arise from a universal condition: ∇ · (ΔΦ / ρ) ≥ κ. Each node functions as a memory-preserving field capacitor, storing prior coherence and resisting collapse through geometric recoil. The paper unifies dozens of prior ΔΦ theories under one field retention architecture and offers predictive metrics for bloom formation across biology, cognition, and cosmology.