Toroidal line tension and the clamp

In RSI, an electron is a 720° phase-locked toroidal winding, a thread wound into a doughnut shape. The vacuum tension Ξ acts along this thread. Just as the tension in a vibrating string is measured in newtons, Ξ measures the yield strength of a one-dimensional structural vibration.

The theory links this line tension to three-dimensional energy density by dividing it by the cross-sectional area of the displacement (ρₑ = Ξ / A). On this view, the 10¹²² "missing" vacuum energy is the work needed to maintain these threads across the volume of the universe.

To check the 0.73 N value, RSI spreads it over the surface area of a proton-knot with a radius of about 0.84 femtometers. The result is an external pressure of 8.23 × 10²⁸ Pa, the Universal Mechanical Clamp. RSI reads the strong nuclear force not as a pull exchanged across empty space, but as the Eternal Consonance crushing matter-knots into their most resonant, dense forms.