论文标题

有关使用无线通信应用程序设计的低通数字过滤器设计的讲义

Lecture notes on the design of low-pass digital filters with wireless-communication applications

论文作者

Kennedy, Hugh L.

论文摘要

低通滤波器是建立数字信号处理系统(例如无线电和雷达)的基本构建块。电磁频谱中的信号延伸到所有时间尺度/频率上,并用于传输和接收非常狭窄或非常宽的带宽的非常长或非常短的脉冲。时间/频率敏捷性是最佳光谱利用率的关键(即抑制干扰和增强传播),低通滤波是该域中机动的低级数字机制。通过增加和减小低通滤波器的带宽,从而减小并增加其脉冲持续时间,工程师可以在频率和时间之间移动能量浓度。在下面描述和解释了工程的简单过程。这些讲义是一门简短课程的一部分,旨在帮助最近的工程毕业生为此目的设计低通的数字过滤器,他们在学习期间对该主题有所了解,并且现在对电磁频谱上的发送和接收信号感兴趣,例如无线通信(即无线电)和遥感(E.G. Radar)应用程序。理解材料的最佳方法是使用接收器和发射器以及软件定义的无线电套件与光谱进行交互,为实验提供了方便的平台。幸运的是,射频频谱中的无线通信是电磁频谱中波形敏捷性的理想应用。在第I和II部分中,提出了数字低通滤波器的理论基础,即信号和系统理论,然后在第三部分中将它们应用于无线电通信问题,并用于以时间或频率集中能量。

The low-pass filter is a fundamental building block from which digital signal-processing systems (e.g. radio and radar) are built. Signals in the electromagnetic spectrum extend over all timescales/frequencies and are used to transmit and receive very long or very short pulses of very narrow or very wide bandwidth. Time/Frequency agility is the key for optimal spectrum utilization (i.e. to suppress interference and enhance propagation) and low-pass filtering is the low-level digital mechanism for manoeuvre in this domain. By increasing and decreasing the bandwidth of a low-pass filter, thus decreasing and increasing its pulse duration, the engineer may shift energy concentration between frequency and time. Simple processes for engineering such components are described and explained below. These lecture notes are part of a short course that is intended to help recent engineering graduates design low-pass digital filters for this purpose, who have had some exposure to the topic during their studies, and who are now interested in the sending and receiving signals over the electromagnetic spectrum, in wireless communication (i.e. radio) and remote sensing (e.g. radar) applications, for instance. The best way to understand the material is to interact with the spectrum using receivers and or transmitters and software-defined radio development-kits provide a convenient platform for experimentation. Fortunately, wireless communication in the radio-frequency spectrum is an ideal application for the illustration of waveform agility in the electromagnetic spectrum. In Parts I and II, the theoretical foundations of digital low-pass filters are presented, i.e. signals-and-systems theory, then in Part III they are applied to the problem of radio communication and used to concentrate energy in time or frequency.

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