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Channel modeling using the parabolic equation for RF communications

机译:使用抛物线方程进行RF通信的信道建模

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A method that uses the parabolic equation (PE) model to characterize the transmission channel for wideband waveforms is discussed. The results presented use the Advanced Propagation Model (APM) developed by the Atmospheric Propagation branch at the SSC Pacific which utilizes the split-step Fourier algorithm to solve the PE wave equation for a continuous wave (CW) source. To determine the channel response for a given geometry and environment, an approach used to determine the proper frequency sampling to resolve the multipath components will be discussed. The channel impulse response is computed for an ideal case having a direct and reflected path with a known solution, as well as for examples using ducting, terrain, and a surface-based duct measured off the coast of southern California. An example is provided to demonstrate how this method can be used to characterize the time spreading of a waveform and how it can be used to assess the impact of channel-induced intersymbol interference (ISI).
机译:讨论了一种使用抛物线方程(PE)模型来表征宽带波形传输通道的方法。呈现的结果使用了南太平洋太平洋大气传播分公司开发的高级传播模型(APM),该模型利用分步傅里叶算法来求解连续波(CW)源的PE波动方程。为了确定给定几何形状和环境的信道响应,将讨论一种用于确定适当的频率采样以解决多径分量的方法。对于具有直接路径和反射路径且具有已知解决方案的理想情况,以及例如使用管道,地形和从加利福尼亚南部海岸测得的基于地面的管道,计算信道脉冲响应。提供了一个示例来说明如何将该方法用于表征波形的时间扩展以及如何将其用于评估信道诱导的符号间干扰(ISI)的影响。

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  • 会议地点 Boston MA(US);Boston MA(US)
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    Gadwal V.; Barrios A.;

  • 作者单位

    Space and Naval Warfare Systems Center Pacific (SSC Pacific), Atmospheric Propagation Branch, Code 55480, 49170 Propagation Path, San Diego, California, USA;

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