Steffen Richter

most citedExceptional points in anisotropic planar microcavities

33 citations · 33 across the 3 of their papers we have counts for

collaborators

3 papers

cond-mat.mtrl-sci2024

Bloch equations in Terahertz magnetic-resonance ellipsometry

Viktor Rindert, Steffen Richter, Philipp Kühne +3

A generalized approach derived from Blochs equation of motion of nuclear magnetic moments is presented to model the frequency, magnetic field, spin density, and temperature depende…

cond-mat.mtrl-sci2024

Effective uniaxial dielectric function tensor and optical phonons in ( $2 ˉ 01$ )-plane oriented $β$ -Ga $_{2}$ O $_{3}$ films with equally-distributed six-fold rotation domains

Alyssa Mock, Steffen Richter, Alexis Papamichail +11

Monoclinic $β$ -Ga $_{2}$ O $_{3}$ films grown on $c$ -plane sapphire have been shown to exhibit six $(2 ˉ 01)$ -plane oriented domains, which are equally-spaced-by-rotation around the su…

physics.optics2016★ 33 cited

Exceptional points in anisotropic planar microcavities

Steffen Richter, Tom Michalsky, Chris Sturm +3

Planar microcavities allow the control and manipulation of spin-polarization, manifested in phenomena like the optical spin Hall effect due to the intrinsic polarization mode split…

Bloch equations in Terahertz magnetic-resonance ellipsometry

Effective uniaxial dielectric function tensor and optical phonons in (2ˉ01)-plane oriented β-Ga2​O3​ films with equally-distributed six-fold rotation domains

Exceptional points in anisotropic planar microcavities

Effective uniaxial dielectric function tensor and optical phonons in ( $2 ˉ 01$ )-plane oriented $β$ -Ga $_{2}$ O $_{3}$ films with equally-distributed six-fold rotation domains