Two Waves, One Heat, and the Lock that Writes Spacetime

Abstract

This paper states an open-or-closed mechanics for two modes of one budget. Uncoupled, the budget appears as a photonic mode (electrical energy \(E\), no magnetic display \(B\)) and as a massive mode (mass \(m\), no display \(g\)). The identification of the massive mode with the Standard Model neutrino is a conjecture. \(B\) and \(g\) are not cargo on the uncoupled modes. They are the two displays of one action. That action is the rotor: both modes coupled about one centre, one current in one loop. Neither mode alone can turn, and neither mode alone can write. The gradient resolved is the sum of the two budgets. Rest mass belongs only to a turning rotor. On a stable rotor the budgets match by \(E=mc^{2}\). There is no magnetic field of an uncoupled photonic mode. Measurement is a coupled state. Maxwell, Hertz, Faraday, and Einstein are left intact as accounts of action already under way and of interval already written. The filing is the condition under those accounts, not a replacement of them.