A maximum-length sequence (MLS) has mathematical properties that makeit very useful as an excitation signal for measurement in audio and acoustics. The pathology of MLS systems when there is distortion of various kinds is explored. The resulting artifacts can falsify a reverberation plot, reduce the distortion immunity of the measurement system, and give rise to spurious reflections in the impulse response, to name a few negative aspects. On the other hand, MLS systems can also allow the determination of the total distortion of an electroacoustic system when excited by a signal of any desired spectrum, and sensitive tests for determining the presence of distortion are possible due to the time-domain separation of linear and nonlinear components.
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