LORENTZ_FIELD
ALIGNEDLorentz force vector analysis on anomalous trajectories
Module Overview
LORENTZ_FIELD applies the full Lorentz force law to observed anomalous object trajectories. When a charged object moves through a magnetic field, it experiences a force perpendicular to both its velocity and the field vector. This produces curved, helical, or oscillatory paths that classical gravity-only models cannot explain. LORENTZ_FIELD reconstructs the implied charge and field parameters required to produce observed trajectories, then checks these against known atmospheric and geomagnetic field data — and against documented propulsion signatures in the observatory archive.
Parameters
How It Works
Trajectory Ingestion
Radar and optical tracking data is ingested. Objects with non-ballistic, non-aerodynamic paths are selected for Lorentz analysis.
Field Reconstruction
Working backward from the observed path, the module computes what combination of charge q, velocity v, and magnetic field B would produce the observed curvature.
Geomagnetic Cross-Check
Reconstructed B values are compared against real-time geomagnetic survey data. Discrepancies flag an independent field source — either the object itself or a localized anomaly.
Propulsion Signature Match
Reconstructed q·v×B force profiles are matched against the propulsion signature library. Matches above 85% confidence are tagged for operator review.
Core Physics Expression
The Lorentz force on a charge q moving at velocity v in electric field E and magnetic field B is the vector sum of electric force qE and magnetic deflection force q(v × B). Anomalous trajectories inconsistent with atmospheric drag alone imply a non-zero q in a non-trivial B field.
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