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Matched filtering of a phase encoded Sweep-Spread Carrier signal: evaluation of the methodical error

机译:相位编码扫频载波信号的匹配滤波:方法误差的评估

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Implementation of the Sweep-Spread Carrier (S2C) signal in underwater telemetry provides an opportunity to get rid of the use of equalising filters in the S2C-receiver for elimination of signal distortions. Matched filter is considered to be the simplest and simultaneously the most effective solution for recovery of receiving S2C signals. However, for matched filtering of S2C signals, there is no theory that provide an evaluation of errors, which appear on filter output. The phase (the information parameter) is very sensitive to estimation errors. Thus, before implementation of matched filters, an accurate mathematical justification of the filtering must be carried out. In contrast to frequency-constant carrier, an antiderivative of the frequency-modulated oscillation cannot be described via elementary functions and, correspondingly, an integral of such oscillation function cannot be found in analytical way. In result, the calculation of such an important filter characteristic as the methodical error cannot be carried out analytically. Numerical integration is considered to be useful for evaluation of the error in a particular case only. An accurate error evaluation in general form is possible only if appropriate mathematical expressions are developed. The paper introduces a derivation of mathematical formulas allowing the accurate estimation of a maximum value for the methodical error during matched filtering of a phase manipulated sweep-spread carrier signal.
机译:水下遥测中扫频载波(S2C)信号的实现为摆脱S2C接收机中均衡滤波器的使用提供了机会,以消除信号失真。匹配滤波器被认为是恢复接收S2C信号的最简单,同时也是最有效的解决方案。但是,对于S2C信号的匹配滤波,没有理论可以评估出现在滤波器输出上的误差。相位(信息参数)对估计误差非常敏感。因此,在实施匹配滤波器之前,必须对滤波进行精确的数学证明。与频率恒定的载波相反,不能通过基本函数来描述频率调制的振荡的反导数,并且相应地,不能以解析的方式找到这种振荡函数的积分。结果,不能解析地计算出重要的滤波器特性,例如方法误差。仅在特定情况下,数值积分才被认为可用于评估误差。只有开发了适当的数学表达式,才可以进行一般形式的准确错误评估。本文介绍了一种数学公式的推导,该数学公式允许在对相位控制的扫频扩展载波信号进行匹配滤波期间准确估计系统误差的最大值。

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