Principal mechanism. Active magnetic levitation uses regulated electromagnetic forces and fast position feedback to oppose gravity. A stable real system needs sensing, control dynamics, magnetic geometry and safety interlocks.
Textbook: Magnetic energy density / idealized magnetic pressure: u = p = B² / (2μ₀), with μ₀ ≈ 4π × 10⁻⁷ N/A² as a textbook approximation.
Illustrative reconstruction: Upper-bound pressure times effective area, reduced by an arbitrary coupling factor: F = η × p × A. This is not an accurate force law for a specific magnetic circuit.
Textbook mechanics with illustrative force: a = (F − mg)/m. A real feedback controller would act to regulate the gap and prevent runaway acceleration.
Scaled vibration model: f = (1/2π) × √(k/m). Stiffness is a chosen illustrative parameter, not measured.
Genuine scientific features: electromagnet excitation, feedback metrology, inertial support, power electronics and force balance. Engineering-inspired reconstructions: tank placement, cable runs, module quantities, gantry and platform architecture. Simplified educational elements: magnetic-pressure lift model and rigid-body motion. Speculative components: the named device, its exact layout and laboratory finishes.
All displayed geometry dimensions are scaled and all adjustable operating values are illustrative. Animated field lines, moving sensors and moving carriage are explanatory, not a validated multiphysics simulation.
Illustrative design, not affiliated with any real institution or manufacturer.