Doing spin physics with unpolarized particles
arXiv:1911.08423 · doi:10.1103/PhysRevLett.124.192001
Abstract
Twisted, or vortex, particles refer to freely propagating non-plane-wave states with helicoidal wave fronts. In this state, the particle possesses a non-zero orbital angular momentum with respect to its average propagation direction. Twisted photons and electrons have been experimentally demonstrated, and creation of other particles in twisted states can be anticipated. If brought in collisions, twisted states offer a new degree of freedom to particle physics, and it is timely to analyze what new insights may follow. Here, we theoretically investigate resonance production in twisted photon collisions and twisted annihilation and show that these processes emerge as a completely novel probe of spin and parity-sensitive observables in fully inclusive cross sections with unpolarized initial particles. This is possible because the initial state with a non-zero angular momentum explicitly breaks the left-right symmetry even when averaging over helicities. In particular, we show how one can produce almost polarized vector mesons in unpolarized twisted annihilation and how to control its polarization state.
arXiv comment5+2 pages, 2 figures
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Cited by in corpus (23)
- Promises and challenges of high-energy vortex states collisions
- Elastic scattering of twisted neutrons by nuclei
- Effects of the transverse coherence length in relativistic collisions
- Vortex photon generation via spin-to-orbital angular momentum transfer in nonlinear Compton scattering
- Recoil Momentum Effects in Quantum Processes Induced by Twisted Photons
- Generation of vortex particles via generalized measurements
- Quantum mechanical formulation of the Busch theorem
- Twisted particle collisions: a new tool for spin physics
- Decay of the vortex muon
- Generation of vortex electrons by atomic photoionization
- Generation of relativistic positrons carrying intrinsic orbital angular momentum
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- Fractional Angular Momenta, Gouy and Berry phases in Relativistic Bateman-Hillion-Gaussian Beams of Electrons
- Threshold effects in high-energy vortex state collisions
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- Orbital angular momentum beam generation using a free-electron laser oscillator
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- Universal features of high-energy scattering of Laguerre-Gaussian states
- Vortex particles in axially symmetric fields and applications of the quantum Busch theorem