Gravity as Bernoulli Response.

We present a geometric theory of gravity in which gravitational interaction is interpreted as the normal (non-torsional) response of the vacuum to localized torsional defects identif i ed with mass. Mass is shown to arise from vacuum torsional closure, while gravity emerges as a pressure-like relaxation mode of the same vacuum medium. Newtonian gravity and General Relativity are recovered as macroscopic phase projections of this underlying structure. A vacuum Bernoulli equation is formulated, providing a unified physical interpretation of gravitational potential, inertia, and vacuum stiffness.