Holiday Destination Choice Behavior Analysis Based on AFC Data of Urban Rail Transit

For urban rail transit, the spatial distribution of passenger flow in holiday usually differs from weekdays. Holiday destination choice behavior analysis is the key to analyze passengers’ destination choice preference and then obtain the OD (origin-destination) distribution of passenger flow. This paper aims to propose a holiday destination choice model based on AFC (automatic fare collection) data of urban rail transit system, which is highly expected to provide theoretic support to holiday travel demand analysis for urban rail transit. First, based on Guangzhou Metro AFC data collected on New Year’s day, the characteristics of holiday destination choice behavior for urban rail transit passengers is analyzed. Second, holiday destination choice models based on MNL (Multinomial Logit) structure are established for each New Year’s days respectively, which takes into account some novel explanatory variables (such as attractiveness of destination). Then, the proposed models are calibrated with AFC data from Guangzhou Metro using WESML (weighted exogenous sample maximum likelihood) estimation and compared with the base models in which attractiveness of destination is not considered. The results show that the ρ2 values are improved by 0.060, 0.045, and 0.040 for January 1, January 2, and January 3, respectively, with the consideration of destination attractiveness

Anisotropic RKKY interaction in semi-Dirac semimetals

In $d$-dimensional systems with purely linear dispersion, the Ruderman-Kittel-Kasuya-Yosida (RKKY) interaction typically follows an isotropic decaying law $J_{iso}\propto {\rm sin}\left(2k_FR\right)/R^d$ ($1/R^{d+\zeta}$) in doped (undoped) case, where $|\omega|^{\zeta}$ denotes the density of states (DOS). However, this law is not valid in semi-Dirac semimetal (S-DSM), which is noted for its anisotropic dispersion, i.e., linear in certain axes but parabolic in the orthogonal axes. By exploring the magnetic interaction in $2$-dimensional (2D) S-DSM and two types of 3D S-DSMs, new laws are derived for the direction-dependent RKKY interaction. Compared to $J_{iso}$, the interaction here decays much more slowly with the impurity distance $R$ as impurities are deposited on the relativistic axis, while a faster decaying law is exhibited with impurities deposited on the non-relativistic axis. The former is induced by the prolonged decaying rate of the carrier propagator and the modified DOS with smaller power $\zeta$, while the latter is caused by the modification to the energy of the carrier propagator. The both are attributed to the anisotropy of the semi-Dirac dispersion. We have further discussed the case with spin-momentum locking. Some phenomena (not exist in DSMs) are highlighted, including the strong magnetic anisotropy with $XYZ$ spin model, and the creation (annihilation) of Dzyaloshinskii-Moriya (DM) terms with impurities deposited on the relativistic (non-relativistic) axis. Our work provides an alternative option to identify the anisotropic nature of semi-Dirac dispersion by measuring the RKKY interaction

Ethyl ent-15α-[(2-meth­oxy­benz­yloxy)meth­yl]-16-oxobeyeran-20-oate

The title compound, C31H44O5, was synthesized from isostev­iol (systematic name: ent-16-ketobeyeran-19-oic acid). In the mol­ecule, the three six-membered rings adopt chair conformations and the stereochemistry of the A/B and B/C ring junctions are trans. The five-membered ring D adopts an envelope conformation with the methyl­ene C atom as the flap