时间光调制:数据处理和度量计算

J. Tan, F. Leon, N. Miller
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引用次数: 0

摘要

在研究和工业中,有多种指标用于描述时间光调制(TLM)的可见性,通俗地称为“闪烁”。然而,这些指标并不是直接计算出来的,而且这些值有时会根据采样率而变化。这项工作解决了处理TLM波形数据和计算度量的变幻莫测。给出了每个TLM指标对采样率的敏感性,并提出了提高计算指标可靠性和一致性的建议。根据波形和度量的性质,提出了适当的采样率。本文的分析是基于没有噪声或不稳定的理想波形,但采样率的影响也适用于实际波形。对于正弦和/或矩形TLM波形,一些指标,如频闪可视性测量,在其定义的范围内相对稳定(即无论采样率如何,产生相同的值)。相比之下,短期闪烁指示器[公式:见文]和感知调制[公式:见文]值在采样率的基础上表现出更大的变异性。正弦波的度量值通常比矩形波的度量值更稳定,尽管[公式:见文]即使与正弦波的TLM也不一致。
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Temporal light modulation: Data processing and metric calculations
There are multiple metrics used in research and industry to describe the visibility of temporal light modulation (TLM), colloquially referred to as ‘flicker’. However, the metrics are not straightforward to calculate, and the values sometimes vary according to sampling rates. This work addresses the vagaries in processing TLM waveform data and calculating the metrics. For each TLM metric, its sensitivity to sampling rate is presented, followed by recommendations for improving the reliability and consistency of calculated metrics. Appropriate sampling rates are proposed according to the nature of the waveform and metric. The analyses of this paper are based on ideal waveforms without noise or instability, but the effects of sampling rate also apply to real-world waveforms. Some metrics, such as the Stroboscopic Visibility Measure, were relatively stable (i.e. produced the same value regardless of sampling rate) – within the ranges for which they are defined – for sinusoidal and/or rectangular TLM waveforms. In contrast, short-term flicker indicator [Formula: see text] and perceived modulation [Formula: see text] values exhibited greater variability based on sampling rate. Metric values from sinusoidal waveforms were generally more stable than those from rectangular waveforms, although [Formula: see text] showed inconsistency even with sinusoidal TLM.
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