Poynting, J.H. (1909) The Wave Motion of a Revolving Shaft, and a Suggestion as to the Angular Momentum in a Beam of Circularly Polarised Light. Proceedings of the Royal Society A, 82, 560-567.
https://doi.org/10.1098/rspa.1909.0060

has been cited by the following article:

• TITLE: Balance Equations of Electromagnetic Angular Momentum

  AUTHORS: Ignacio Campos-Flores, José Luis Jiménez-Ramírez, José Antonio Eduardo Roa-Neri

  KEYWORDS: Balance Equations, Foundations of Electrodynamics, Electromagnetic Angular Momentum, Macroscopic Maxwell Equations, Abraham-Minkowski Controversy

  JOURNAL NAME: Journal of Electromagnetic Analysis and Applications, Vol.9 No.12, December 29, 2017

  ABSTRACT: We give theoretical foundation to torque densities proposed in the past, like the one used by Beth to study experimentally the action of circularly polarized radiation on a birefringent material, or that proposed by Mansuripur to resolve a seeming paradox concerning the Lorentz force law and relativity. Our results provide new insights into electromagnetic theory, since they provide a unified and general treatment of the balance of lineal and angular momentum that permits a better assessment of some torques. Thus in this work we extend the derivations we have made of balance equations for electromagnetic linear momentum to balance equations for electromagnetic angular momentum. These balance equations are derived from the macroscopic Maxwell equations by means of vector and tensor identities and from the different ways in which these equations are written in terms of fields E, D, B, and H, as well as polarizations P, and M. Therefore these balance equations are as sound as the macroscopic Maxwell equations, with the limitations of the constitutive relations.