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A Simplified Multipath Component Modeling Approach for High-Speed Train Channel Based on Ray Tracing

机译:基于射线追踪的高速列车通道简化多径分量建模方法

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High-speed train (HST) communications at millimeter-wave (mmWave) band have received a lot of attention due to their numerous high-data-rate applications enabling smart rail mobility. Accurate and effective channel models are always critical to the HST system design, assessment, and optimization. A distinctive feature of the mmWave HST channel is that it is rapidly time-varying. To depict this feature, a geometry-based multipath model is established for the dominant multipath behavior in delay and Doppler domains. Because of insufficient mmWave HST channel measurement with high mobility, the model is developed by a measurement-validated ray tracing (RT) simulator. Different from conventional models, the temporal evolution of dominant multipath behavior is characterized by its geometry factor that represents the geometrical relationship of the dominant multipath component (MPC) to HST environment. Actually, during each dominant multipath lifetime, its geometry factor is fixed. To statistically model the geometry factor and its lifetime, the dominant MPCs are extracted within each local wide-sense stationary (WSS) region and are tracked over different WSS regions to identify its “birth” and “death” regions. Then, complex attenuation of dominant MPC is jointly modeled by its delay and Doppler shift both which are derived from its geometry factor. Finally, the model implementation is verified by comparison between RT simulated and modeled delay and Doppler spreads.
机译:毫米波(mmWave)频段的高速火车(HST)通信由于其众多的高数据速率应用程序而实现了智能轨道移动性,因此受到了广泛的关注。准确有效的渠道模型始终是HST系统设计,评估和优化的关键。 mmWave HST通道的一个显着特点是时变迅速。为了描述此功能,针对延迟和多普勒域中的主要多径行为建立了基于几何的多径模型。由于具有高迁移率的mmWave HST通道测量不足,因此该模型是由经过测量验证的射线追踪(RT)模拟器开发的。与常规模型不同,主要多径行为的时间演变以其几何因子为特征,该几何因子表示主要多径分量(MPC)与HST环境的几何关系。实际上,在每个主要的多路径寿命期间,其几何因子都是固定的。为了对几何因子及其寿命进行统计建模,在每个本地广义固定(WSS)区域内提取占主导地位的MPC,并在不同的WSS区域上进行跟踪,以识别其“出生”和“死亡”区域。然后,通过其延迟和多普勒频移共同对主导MPC的复杂衰减建模,这两者都是从其几何因子得出的。最后,通过RT模拟和建模延迟与多普勒扩展之间的比较来验证模型的实现。

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