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System-specific periodicity in quantitative real-time polymerase chain reaction data questions threshold-based quantitation

机译:实时定量聚合酶链反应数据中系统特定的周期性质疑基于阈值的定量

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摘要

Real-time quantitative polymerase chain reaction (qPCR) data are found to display periodic patterns in the fluorescence intensity as a function of sample number for fixed cycle number. This behavior is seen for technical replicate datasets recorded on several different commercial instruments; it occurs in the baseline region and typically increases with increasing cycle number in the growth and plateau regions. Autocorrelation analysis reveals periodicities of 12 for 96-well systems and 24 for a 384-well system, indicating a correlation with block architecture. Passive dye experiments show that the effect may be from optical detector bias. Importantly, the signal periodicity manifests as periodicity in quantification cycle (Cq) values when these are estimated by the widely applied fixed threshold approach, but not when scale-insensitive markers like first- and second-derivative maxima are used. Accordingly, any scale variability in the growth curves will lead to bias in constant-threshold-based Cqs, making it mandatory that workers should either use scale-insensitive Cqs or normalize their growth curves to constant amplitude before applying the constant threshold method.
机译:发现实时定量聚合酶链反应(qPCR)数据显示荧光强度的周期性模式,该模式是固定循环数下样品数的函数。对于记录在几种不同商业工具上的技术复制数据集,可以看到这种行为。它发生在基线区域,通常随着生长和高原区域中周期数的增加而增加。自相关分析揭示了96孔系统的周期为12,384孔系统的周期为24,表明与模块结构相关。被动染料实验表明,这种影响可能来自光学检测器的偏差。重要的是,当通过广泛应用的固定阈值方法估算量化周期(Cq)值时,信号周期性表现为量化周期(Cq)值中的周期性,但是当使用对比例不敏感的标记(例如一阶和二阶导数最大值)时,则不是。因此,增长曲线中的任何规模变化都会导致基于恒定阈值的Cq的偏差,这使工人必须强制使用尺度不敏感的Cq或将其增长曲线归一化为恒定振幅,然后再应用恒定阈值方法。

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