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Efficient analysis of ultra-wideband wireless channels with three-dimensional ADI-FDTD algorithm

机译:利用三维ADI-FDTD算法高效分析超宽带无线信道

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In this paper, an efficient three-dimensional (3-D) alternating direction implicit finite-difference time-domain (ADI-FDTD) algorithm has been used to analyze the electromagnetic characteristics of ultra-wideband wireless channel. Conventional FDTD has been successfully used for the electromagnetic analysis of wireless channel. However, there is one of the major limitations of FDTD, which is that the maximum time step is limited by the Courant-Friedrich-Levy (CFL) stability condition. A lot of time will be cost to calculate the electrical large model with the restricted time step, such as the wireless channel. A 3-D ADI-FDTD has been developed for its unconditional stability. In this algorithm, the time-step size is no longer limited by the CFL condition, while it is just restricted by the desired calculation accuracy. In this paper, ADI-FDTD has been used in the modeling of ultra-wideband wireless channel. The source excitation of ultra-wideband is described and the employed absorbing boundary condition is also given in this paper. Since ADI-FDTD is unconditionally stable, its time step size can be large and the time of computation can be saved. Typical ultra-wideband channel has been modeled by FDTD and ADI-FDTD. Accuracy of our ADI-FDTD has been proved by comparison with FDTD in this paper. The numerical examples of several indoor wireless channels are presented and analyzed. The time-domain waveforms of ADI-FDTD and FDTD are given to show that the time step size can be set ten times larger than conventional FDTD, the computational time of CPU can be saved 80 percent without the loss of accuracy. The efficiency of ADI-FDTD for the analysis of ultra-wideband wireless channel is be demonstrated.
机译:在本文中,一种有效的三维(3-D)交替方向隐式有限差分时域(ADI-FDTD)算法已用于分析超宽带无线信道的电磁特性。常规FDTD已成功用于无线信道的电磁分析。但是,FDTD的主要限制之一是最大时间步长受Courant-Friedrich-Levy(CFL)稳定性条件的限制。用有限的时间步长来计算电气大型模型将花费大量时间,例如无线信道。 3D ADI-FDTD具有无条件的稳定性。在这种算法中,时间步长不再受CFL条件的限制,而仅受到所需计算精度的限制。本文将ADI-FDTD用于超宽带无线信道的建模。描述了超宽带的源激励,并给出了所采用的吸收边界条件。由于ADI-FDTD是无条件稳定的,因此其时间步长可能很大,并且可以节省计算时间。 FDTD和ADI-FDTD已对典型的超宽带信道进行了建模。本文通过与FDTD的比较证明了我们ADI-FDTD的准确性。介绍并分析了几个室内无线信道的数值示例。给出了ADI-FDTD和FDTD的时域波形,表明可以将时间步长设置为传统FDTD的十倍,CPU的计算时间可以节省80%,而不会损失精度。演示了ADI-FDTD用于分析超宽带无线信道的效率。

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