The European Physical Journal D最新文献

This research examines the head-on collision (HOC) of two ion-acoustic multi-solitons and a breather within a nonuniform, inhomogeneous, unmagnetized dusty plasma. The system consists of ions, electrons, and both positively and negatively charged dust particles that adhere to a superthermal distribution. The modified Korteweg-de Vries (mKdV) equation is obtained from the basic hydrodynamic model equations by using the reductive perturbation technique (RPT). The multi-solitons and breathers of the mKdV equation are generated through the Hirota bilinear method (HBM), and their HOC is explored via numerical methods. The system demonstrates the presence of both compressive and rarefactive multi-solitons. Additionally, the dynamics of breather structures is inconsistent; at times, they may overlap, whereas at other instances, they remain completely separate. Furthermore, the direct collision of the soliton and the breather is analyzed through numerical simulations.

Quantum droplets have been recently observed in dipolar Bose–Einstein condensates (BECs) and in BEC mixtures. This forms the motivation for us to explore the dynamics of these droplets. We make use of the extended Gross–Pitaevskii equation which apart from the effective mean-field (MF) interaction also includes a beyond mean-field interaction. The competition of these two interactions in the context of droplet formation is explored. Further, the conditions for droplet formation are studied.

In this roadmap article, we consider the main challenges and recent breakthroughs in understanding the role of carbon molecular nanostructures in space and propose future avenues of research. The focus lies on small carbon-containing molecules up to fullerenes, extending to even larger, more complex organic species. The roadmap contains forty contributions from scientists with leading expertise in observational astronomy, laboratory astrophysics/chemistry, astrobiology, theoretical chemistry, synthetic chemistry, molecular reaction dynamics, material science, spectroscopy, graph theory, and data science. The concerted interdisciplinary combination of the state-of-the-art of these astronomical, laboratory, and theoretical studies opens up new ways to advance the fundamental understanding of the physics and chemistry of cosmic carbon molecular nanostructures and touches on their wider relevance and impact in nanotechnology and catalysis.

A collection of carbon atoms on the road to a fullerene

The transition wavelengths and transition rates of (hbox {W}^{27+}), (hbox {W}^{28+}) and (hbox {W}^{29+}) ions in the 45-65 Å range have been calculated using the flexible atomic code (FAC) package based on the Dirac–Fock–Slater (DFS) method with central potential. By considering a reasonable rate equation, the charge state distributions of (hbox {W}^{27+})-(hbox {W}^{29+}) ions at different electron temperatures were investigated, and the importance of the dielectronic recombination process in the charge state equilibrium was found. In addition, the emission spectra of (hbox {W}^{27+})-(hbox {W}^{29+}) ions in the 45-65 Å in the EAST Tokamak plasma were simulated using a collisional-radiative model. The synthetic spectra show good agreement with the observed in the experiment. Finally, for the diagnostic needs of plasma, some transition pairs that can be used as diagnostic lines are proposed based on the intensity ratio of the transition pair with respect to the electron temperature and density.

Two-photon interference is an interesting quantum phenomenon that is usually captured in two distinct types of experiments, namely the Hanbury Brown–Twiss (HBT) experiment and the Hong–Ou–Mandel (HOM) experiment. While the HBT experiment was carried out much earlier in 1956, with classical light, the demonstration of the HOM effect came much later in 1987. Unlike the former, the latter has frequently been argued to be a purely quantum effect. A generalized formulation of two-particle interference is presented here. The HOM and the quantum HBT effects emerge as special cases in the general analysis. A realizable two-particle interference experiment, which is intermediate between the two effects, is proposed and analyzed. Thus two-particle interference is shown to be a single phenomenon with various possible implementations, including the HBT and HOM setups.

In the generalized view of two-particle interference, independent particles from sources A and B are split into n common channels by the path splitter, and then arrive at detectors (D_1) to (D_n).

We present a method for accurately computing transition probabilities in one-dimensional photoionization problems. Our approach involves solving the time-dependent Schrödinger equation and projecting its solution onto scattering states that satisfy the correct incoming or outgoing boundary conditions. Conventionally, the photoelectron emission spectrum is obtained by projecting the time-evolved wave function onto the stationary continuum eigenstates of the unperturbed, time-independent Hamiltonian. However, when the spatial potential is symmetric, both the initial bound state and the final continuum states exhibit well-defined parity. The propagated wave function retains structural features of the initial bound state, including its parity. As a result, changes in the parity of the continuum states can introduce substantial variations in the projections, leading to spurious oscillations in the computed electron emission spectrum. Our method circumvents this issue by employing scattering states without defined parity. Furthermore, it enables the calculation of directional emission, making it possible to study emission asymmetries. To illustrate the capabilities of our scattering projection method, we analyze the partial differential photoionization probabilities of Al(111) metallic surfaces under short laser pulses at grazing incidence.

Photoelectron spectrum of an aluminum surface. The conventional projection method (thin brown solid line) produces a highly oscillatory spectrum. Smoothing via the standard convolution method (window operator, thick green solid line) results in over-smoothing, eliminating genuine physical oscillations that our method correctly preserves (thick red line).