Optics (physics.optics)

Abstract: Vectorial polarized fields of light has been applied to detect the rotational velocity by the rotational Doppler effect, but the measurement was made for the rotation of a single-particle system. When the rotational surface is rough, the scattered vectorial Doppler signal spectrum is complex. In this paper, we make the complex spectrum analyses using orbital angular momentum modal expansion method. It is found that the highest peak in the Fourier form of the complex spectrum is obtained at the frequency shift 2l{\Omega} related to the topological charge (l) of the incident vortex light and the rotational velocity ({\Omega}) of the rough surface. Based on the complex spectrum analysis, we construct a method to measure the magnitude and direction of the rotational velocity simultaneously for a general object, which has the practical application in remote sensing and astronomy.

Abstract: We introduce a machine-learning-based approach to enhance the sensitivity of optical-extreme ultraviolet (XUV) transient absorption spectroscopy. A reference spectrum is used as input to a three-layer feed-forward neural network, allowing for an efficient elimination of source noise from measurement data. In pump-probe experiments using high-harmonic radiation, we show a more than tenfold improvement in noise suppression in XUV transient absorption spectra compared to conventional referencing. Utilizing strong spectral correlations in the source fluctuations, the network facilitates a pixel-wise noise reduction without the need for wavelength calibration of the reference spectrum. The presented method can be adapted to a wide range of beam lines and enables the investigation of subtle electron and lattice dynamics in the weak excitation regime, relevant for the study of photovoltaics and photoinduced phase transitions of strongly correlated materials.

Abstract: Topological effects manifest in a wide range of physical systems, such as solid crystals, acoustic waves, photonic materials and cold atoms. These effects are characterized by `topological invariants' which are typically integer-valued, and lead to robust quantized channels of transport in space, time, and other degrees of freedom. The temporal channel, in particular, allows one to achieve higher-dimensional topological effects, by driving the system with multiple incommensurate frequencies. However, dissipation is generally detrimental to such topological effects, particularly when the systems consist of quantum spins or qubits. Here we introduce a photonic molecule subjected to multiple RF/optical drives and dissipation as a promising candidate system to observe quantized transport along Floquet synthetic dimensions. Topological energy pumping in the incommensurately modulated photonic molecule is enhanced by the driven-dissipative nature of our platform. Furthermore, we provide a path to realizing Weyl points and measuring the Berry curvature emanating from these reciprocal-space ($k$-space) magnetic monopoles, illustrating the capabilities for higher-dimensional topological Hamiltonian simulation in this platform. Our approach enables direct $k$-space engineering of a wide variety of Hamiltonians using modulation bandwidths that are well below the free-spectral range (FSR) of integrated photonic cavities.