Title :
Graph-based stochastic model for high-speed railway cutting scenarios
Author :
Tao Zhou ; Cheng Tao ; Salous, Sana ; Zhenhui Tan ; Liu Liu ; Li Tian
Author_Institution :
Inst. of Broadband Wireless Mobile Commun., Beijing Jiaotong Univ., Beijing, China
Abstract :
This study proposes a stochastic channel model based on the propagation graph theory for high-speed railway (HSR) cutting scenarios. Single-input single-output wideband measurements are conducted under a cutting for acquiring realistic channel data. The propagation graph covering line of sight, single bounced and double bounced conditions is used to describe the measured propagation scenario and generate the virtual channel impulse responses. The graph model is validated focusing on small-scale characteristics such as Ricean K-factor, delay and frequency dispersions, and a close agreement is achieved between model and measurement results. In particular, the verified model is extended to the multiple-input multiple-output case for simulation analysis of MIMO performance of the measured environment, concentrating on the spatial correlation and the ergodic capacity. The proposed model can facilitate the reliable simulation and evaluation of MIMO systems in the HSR cutting scenario.
Keywords :
MIMO communication; broadband networks; graph theory; radiowave propagation; railway communication; stochastic processes; telecommunication network reliability; transient response; wireless channels; HSR cutting scenario; MIMO performance simulation analysis reliability; double bounced condition; ergodic capacity; graph-based stochastic channel model; high-speed railway cutting scenario; line of sight; multiple input multiple output system; propagation graph theory; single bounced condition; single input single output wideband measurement; spatial correlation; virtual channel impulse response;
Journal_Title :
Microwaves, Antennas Propagation, IET
DOI :
10.1049/iet-map.2014.0827