Conditions on velocity and force are derived that allow the modified causal LAD equation to conserve momentum and energy, with mass renormalization effects on radiated momentum-energy clarified through explicit solutions.
Yaghjian:Relativistic Dynamics of a Charged Sphere: Updating the Lorentz-Abraham Model, 3rd edn (Springer, New York, NY 2022)
2 Pith papers cite this work. Polarity classification is still indexing.
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The objection that velocity jumps across transition intervals near nonanalytic points produce delta functions in the radiated fields is shown to be incorrect.
citing papers explorer
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Conservation of Momentum and Energy in the Lorenz-Abraham-Dirac Equation of Motion
Conditions on velocity and force are derived that allow the modified causal LAD equation to conserve momentum and energy, with mass renormalization effects on radiated momentum-energy clarified through explicit solutions.
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Reply to "Comment on 'Absence of a consistent classical equation of motion for a mass-renormalized point charge'" (arXiv:2511.02865v1, 3 Nov 2025)
The objection that velocity jumps across transition intervals near nonanalytic points produce delta functions in the radiated fields is shown to be incorrect.