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Designing instrumentation circuitry with rms/dc converters

机译:使用均方根/直流转换器设计仪表电路

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Using rms to measure waveforms furnishes thern most accurate amplitude information (Refer-rnence 1). Rectify-and-average schemes, whichrnyou usually calibrate to a sine wave, are accuraternfor only one waveshape, however. Departuresrnfrom this waveshape result in pronounced errors. Although accurate, rms conversion often entails limited bandwidth, restricted range, complexity, and difficult-to-character-ize dynamic and static errors. Recent developments address these issues and also improve accuracy. Table 1 at the Web version of this article at www.edn.com/ms4228 shows Linear Technology's LTC1966/LTC1967/LTC1968 device family. The devices feature low-frequency accuracy, including linearity and gain error, of 0.5% and 1% error at band-widths extending to 500 kHz. These converters employ a sig-ma-delta-based computational scheme to achieve their performance.
机译:使用均方根测量波形可提供最准确的幅度信息(参考文献1)。通常,您会校准为正弦波的整流平均法仅对一种波形准确。偏离此波形会导致明显的错误。均方根转换虽然准确,但通常会限制带宽,限制范围,复杂性以及难以表征的动态和静态错误。最近的发展解决了这些问题并提高了准确性。本文的Web版本在www.edn.com/ms4228上的表1显示了凌力尔特公司的LTC1966 / LTC1967 / LTC1968设备系列。这些器件的低频精度(包括线性和增益误差)在扩展到500 kHz的带宽下具有0.5%和1%的误差。这些转换器采用基于信号三角洲的计算方案来实现其性能。

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