The expectation Pauli-Lubanski vector defines intrinsic angular momentum of relativistic wavepackets relative to their energy centroid without zero-mass singularities, permitting arbitrary orientation to momentum even for massless particles.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Type-II vortices form around a dipole-oscillating subwavelength island in gravity-capillary waves, with emergence and handedness controlled by the relative phase to an incident plane wave.
citing papers explorer
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Expectation Pauli-Lubanski vector and intrinsic angular momentum of relativistic wavepackets
The expectation Pauli-Lubanski vector defines intrinsic angular momentum of relativistic wavepackets relative to their energy centroid without zero-mass singularities, permitting arbitrary orientation to momentum even for massless particles.
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Wave Vortices Around Oscillating Subwavelength Holes: Water-Wave Observation
Type-II vortices form around a dipole-oscillating subwavelength island in gravity-capillary waves, with emergence and handedness controlled by the relative phase to an incident plane wave.