Maglev LSM: 3-Phase Traveling Wave & Swing-Equation Phase Portrait (2D)
Interactive 2D companion to the maglev linear synchronous motor simulator: watch a real three-phase current superposition build the traveling stator wave from its three components, and see the same sin(delta) thrust law drawn as a synchronous-machine swing-equation phase portrait, showing exactly why an LSM can hunt forever instead of locking to sync.
This 2D companion to the maglev linear synchronous motor simulator computes two pieces of real electrical-machine physics the 3D scene only implies. First, the traveling stator field is built the honest way — as the literal sum of three sinusoidal phase currents feeding three spatially-offset windings — and the panel shows that sum visibly collapsing into one clean traveling wave, exactly as three-phase superposition predicts. Second, a live phase-plane portrait plots the load angle δ against its own rate of change, revealing the same sin(δ) thrust law as a synchronous-machine "swing equation" mathematically identical to a driven pendulum: a stable well where the train locks to the wave, an unstable ridge where it can be thrown out of sync, and — matching real maglev guideways — a demonstration of why full-frequency cold starts hunt forever instead of self-capturing without a frequency ramp.
Watch a real three-phase current superposition build the maglev guideway's traveling magnetic wave from its three components, then follow the same sin(delta) thrust law as a synchronous-machine swing-equation phase portrait — a pendulum-style stable well, an unstable ridge, and a demonstration of why a cold, constant-frequency start hunts forever instead of locking to sync.
2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install