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Correspondence: Generalized Temperature Measurement Equations for Rhodamine B Dye Solution and Its Application to Microfluidics

机译:对应:若丹明B染料溶液的广义温度测量方程及其在微流控中的应用

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摘要

Temperature mapping based on fluorescent signal intensity ratios is a widely used noncontact approach for investigating temperature distributions in various systems. This noninvasive method is especially useful for applications, such as microfluidics, where accurate temperature measurements are difficult with conventional physical probes. However, the application of a calibration equation to relate fluorescence intensity ratio to temperature is not straightforward when the reference temperature in a given application is different than the one used to derive the calibration equation. In this report, we develop and validate generalized calibration equations that can be applied for any value of reference temperature. Our analysis shows that a simple linear correction for a 40 deg C reference temperature produces errors in measured temperatures between -3 to 8 deg C for three previously published sets of cubic calibration equations. On the other hand, corrections based on an exact solution of these equations restrict the errors to those inherent in the calibration equations. The methods described here are demonstrated for cubic calibration equations derived by three different groups, but the general method can be applied to other dyes and calibration equations.
机译:基于荧光信号强度比的温度映射是一种广泛使用的非接触式方法,用于研究各种系统中的温度分布。这种非侵入性方法对于微流体等应用尤其有用,例如使用常规物理探针难以精确测量温度的应用。但是,当给定应用中的参考温度与用于导出校准方程的参考温度不同时,将荧光强度比与温度相关联的校准方程的应用并不简单。在本报告中,我们开发并验证了可用于任何参考温度值的通用校​​准方程式。我们的分析表明,对于40摄氏度的参考温度进行简单的线性校正,对于三组先前发布的立方校准方程组,测量温度在-3到8摄氏度之间会产生误差。另一方面,基于这些方程式的精确解的校正将误差限制为校准方程式中固有的误差。演示了此处描述的方法以用于由三个不同的组派生的三次校准方程式,但是该通用方法可以应用于其他染料和校准方程式。

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