论文标题
一类带有冲动的自相关的随机二元波形
A Class of Random Binary Waveforms With Impulse-Like Autocorrelation
论文作者
论文摘要
结果表明，可以通过随机Bernoulli过程中的符号长度随机化符号长度来生成具有冲动的自相关的随机二进制过程。这种随机化是通过提供对称随机二进制波形的源输出的随机（或明智设计的不规则）采样来实现的。实施该技术的一种实用配置是由分布期时钟生成器驱动的线性反馈移位寄存器。
It is shown that a random binary process with impulse-like autocorrelation can be generated by randomizing the length of symbols occurring in a random Bernoulli process. Such randomization is achieved by random (or judiciously designed irregular) sampling of the output of a source that supplies a symmetric random binary waveform. One practical configuration implementing the proposed technique is a linear-feedback shift register driven by a spread-period clock generator.
