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rotational dynamics torque and conservation of angular momentum

Rahul PalRahul Pal·researched on Researchly·June 18, 2026Try free
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The retrieved evidence spans several physical domains in which angular momentum dynamics and torque play central roles. Here is what the sources directly support:


Angular Momentum Transfer and Torque in Magnetic Systems

Go et al. (2020)1developed a theory of current-induced spin-orbital coupled dynamics in magnetic heterostructures, explicitly describing angular momentum transfer between different degrees of freedom in solids — including the electron orbital and spin, the crystal lattice, and the magnetic order parameter1. Based on continuity equations for spin and orbital angular momenta, they derive equations of motion that relate spin and orbital current fluxes and torques, characterizing the transfer of angular momentum between these degrees of freedom achieved in a steady state under an applied external electric field1. They also propose a classification scheme for the mechanisms of current-induced torque in magnetic bilayers1

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1
Theory of current-induced angular momentum transfer dynamics in spin-orbit coupled systemsDongwook Go, Frank Freimuth et al.2020Physical Review Research
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Complementarily, Tserkovnyak et al. (2005)2showed that in ferromagnetic heterostructures, a time-dependent ferromagnetic magnetization pumps a spin angular-momentum flow into adjacent materials, while an applied bias transfers spin angular momentum between ferromagnets, causing mutual torques on the magnetizations2. These effects are explicitly nonlocal, governed by the entire spin-coherent region2

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2
Nonlocal magnetization dynamics in ferromagnetic heterostructuresYaroslav Tserkovnyak, Arne Brataas et al.2005Reviews of Modern Physics
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Conservation and Transport of Angular Momentum in Stellar Interiors

Aerts et al. (2019) provide evidence from stellar astrophysics: stars lose a significant amount of angular momentum between birth and death, implying that efficient processes transporting angular momentum from the core to the surface are active . Space asteroseismology revealed that single stars rotate nearly uniformly during core-hydrogen and core-helium burning phases, while stellar cores spin up to a factor of 10 faster than the envelope during the red giant phase . Notably, the angular momentum of the helium-burning core is found to be in agreement with the angular momentum of white dwarfs — a finding consistent with angular momentum conservation across stellar evolution. However, explicitly states that current theory of angular momentum transport fails to explain the strong decrease of core angular momentum observed when stars have a convective core.


Optical Angular Momentum, Torque, and Self-Torque

Rego et al. (2019) demonstrated the generation of dynamic vortex pulses carrying time-varying orbital angular momentum — a property they term "self-torque" — by interfering two time-delayed vortex beams with different orbital angular momenta through high harmonic generation . Such dynamic vortex pulses were proposed as potentially useful for manipulating nanostructures and atoms on ultrafast timescales .

Marrucci et al. (2011) reviewed the coupling and inter-conversion of spin angular momentum (SAM) and orbital angular momentum (OAM) of paraxial light beams in inhomogeneous anisotropic media, particularly via so-called "q-plates" . This spin-to-orbital conversion enables the transfer of quantum information from the SAM qubit space to an OAM subspace of a photon .


Transfer of Angular Momentum to Bound Matter

Schmiegelow et al. (2016) directly demonstrated the transfer of optical orbital angular momentum to the valence electron of a single trapped ion by exciting an atomic transition with a vortex laser beam . They observed strongly modified selection rules showing that an atom can absorb two quanta of angular momentum from a single photon: one from the photon spin and one from the spatial structure of the beam .


Summary

Across these sources, angular momentum is treated as a conserved but transferable quantity, with torques arising wherever angular momentum flows between subsystems — whether between electron spin and orbital degrees of freedom1, between magnetic layers2

, between stellar core and envelope , or between photon and matter . The evidence only partially addresses classical rotational dynamics (rigid bodies, moment of inertia, etc.) — those specific aspects are not covered by the retrieved papers.

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