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Pulse Jitter, Delay Spread, and Doppler Shift in Mode-Stirred Reverberation

机译:模式搅拌混响中的脉冲抖动,延迟扩展和多普勒频移

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摘要

A time-domain characterization and stochastic model are developed for analyzing the evolution of the early randomization of fields inside mode-stirred reverberation chambers. The chamber is excited by a pulse amplitude modulated RF signal and stirred mechanically by a rotational stirrer. Phase noise (jitter) in the arrival times of a received pulse train is found to contain a systematic contribution that depends on stir speed and stir sense, as well as a random contribution governed by the rate of field depolarization. For the systematic component, a model of the phase delay for a uniformly orbiting scatterer inside a cavity is derived. For the random component, a nonhomogeneous Poisson model for arrivals of wave fronts in a nonstationary stir process exhibits good agreement with the empirical distribution of the measured jitter. At increasing stir velocities, the rate of field mixing increases less rapidly. The excess delay approaches asymptotically an Erlang distribution, in the limit of a homogeneous Poisson process for uniformly distributed late arrival times.
机译:建立了时域表征和随机模型,用于分析模式搅拌混响室内声场的早期随机化的演变。该腔室通过脉冲幅度调制的RF信号激发,并通过旋转搅拌器进行机械搅拌。发现接收到的脉冲序列到达时间中的相位噪声(抖动)包含取决于搅拌速度和搅拌感的系统性贡献,以及由场去极化率控制的随机性贡献。对于系统组件,导出了腔体内均匀绕行散射体的相位延迟模型。对于随机分量,在非平稳搅拌过程中波前到达的非均匀泊松模型与实测抖动的经验分布具有很好的一致性。随着搅拌速度的增加,场混合的速率增加的速度降低得不太快。在均匀分布的迟到时间的均匀泊松过程的极限下,过量延迟渐近地接近Erlang分布。

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