移动通信系统无线电中继器干扰消除模型

Moohong Lee, Byungjik Keum, Hwang-Soo Lee, Joo-Wan Kim
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引用次数: 13

摘要

当无线电中继器的增益大于中继器发射天线和接收天线之间的隔离度时,从中继器发射天线进入接收天线的反馈信号使中继器进入反馈振荡,而不管输入信号如何。为了通过干扰抵消(ICAN)防止中继器的反馈振荡,首先建立了无线中继器的反馈振荡模型。然后从该模型派生出ICAN模型。根据ICAN模型,采用最小均方误差准则的最小均方算法(LMS)等迭代算法可执行必要的ICAN。通过计算机仿真验证了ICAN模型的有效性,给出了LMS算法中ICAN电平与中继器增益、估计时延和滤波器长度之间的关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Radio Repeater Interference Cancellation Model for Mobile Communication Systems
When the gain of a radio repeater is larger than the isolation between the transmit and receive antennas of the repeater, the feedback signal that comes into the receive antenna from the transmit antenna of the repeater causes the repeater to go into feedback oscillation regardless of the input signal. To prevent feedback oscillation of the repeater by interference cancellation (ICAN), a feedback oscillation model of a radio repeater is first formulated. An ICAN model is then derived from that model. According to the ICAN model, iterative algorithms such as the least mean square (LMS) algorithm using the minimum mean square error criterion can be applied to perform the necessary ICAN. The validity of the ICAN model is confirmed by a computer simulation that shows the relationship among the level of ICAN, the repeater's gain, the estimated delay, and the filter length for the LMS algorithm.
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