Piotr Słupski, Artur Wymysłowski, Wojciech Czarczyński
Proceedings Volume Electron Technology Conference 2016, 101750X (2016) https://doi.org/10.1117/12.2260445
Using the orbital angular momentum of light for the development of a vortex interferometer, the underlying physics requires microwave/RF models,
1 as well as quantum mechanics for light
1, 2 and fluid flow for semiconductor devices.
3, 4 The combination of the aforementioned physical models yields simulations and results such as optical lattices,
1 or an Inverse Farday effect.
5 The latter is explained as the absorption of optical angular momentum, generating extremely high instantenous magnetic fields due to radiation friction. An algorithmic reduction across the computational methods used in microwaves, lasers, quantum optics and holography is performed in order to explain electromagnetic field interactions in a single computational framework. This work presents a computational model for photon-electron interactions, being a simplified gauge theory described using differentials or disturbances (photons) instead of integrals or fields. The model is based on treating the Z-axis variables as a Laplace fluid with spatial harmonics, and the XY plane as Maxwell's equations on boundaries. The result is a unified, coherent, graphical computational method of describing the photon qualitatively, quantitatively and with proportion. The model relies on five variables and is described using two equations, which use emitted power, cavity wavelength, input frequency, phase and time. Phase is treated as a rotated physical dimension under gauge theory of Feynmann's QED. In essence, this model allows the electromagnetic field to be treated with it's specific crystallography. The model itself is described in Python programming language.
PACS 42.50.Pq, 31.30.J-, 03.70.+k, 11.10.-z, 67.10.Hk