Deriving the 0.73 N tension
Solving the electron energy bound for tension, using measured values, RSI obtains a universal field tension of about 0.736 N.
Once the electron's energy is written as the tension times 4π² times its radius, the equation can be solved for the tension. RSI uses the result to calibrate the stiffness of the universe from the measured electron. The tension equals the electron's rest energy divided by 4π² times the classical electron radius.
The paper then substitutes standard measured values. The electron's rest energy is about 8.187 × 10⁻¹⁴ joules. The classical electron radius is about 2.8179 × 10⁻¹⁵ meters. The result is a tension of about 0.736 newtons.
In RSI, this is the tangible line-tension that holds the knot's kinetic energy wave in check as mass. Because it is calibrated from the electron's measured energy and radius, it is the framework's one measured input. Its test lies in what it predicts beyond the electron.
From the paper: Chapter IV, The E=mc² Correlation: The Energy of Inversion. Read the full section
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