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ITS-90 APPROXIMATION BY MEANS OF NON-STANDARD PLATINUM RESISTANCE THERMOMETERS

机译:用非标准铂电阻温度计对ITS-90进行逼近

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Many laboratories are using Platinum Resistance Thermometers that do not satisfy the requirements of the ITS-90 for its Standard Platinum Resistance Thermometer as working standard for temperature calibrations, Indeed, one of the best procedures for a calibration laboratory is to equip each thermostatic bath or furnace with one working standard thermometer. For this use, the working standard thermometer need be inexpensive and exhibit good stability, but only in the operating range of its bath or furnace. Then, thermometer calibration can be carried out either directly by comparison with the standard reference thermometer when the best accuracy is required, or by comparison with the working standard thermometer when a lower accuracy is sufficient. This lower accuracy depends on the stability of the working standard thermometer between two subsequent calibrations and on the capability of the interpolating equation to approximate the ITS-90. The interpolating equations of the ITS-90 cannot be used, since these thermometers do not satisfy the requirements of the ITS-90. Also the widely-used Callendar-Van Dusen equation results inadequate to describe the behaviour of these thermometers at the level of a few mK. Therefore, several different alternatives have been examined on the basis of calibration data in the temperature range from -80°C to 650°C of many of these working standard thermometers, employed by several laboratories of the Italian Calibration Service (SIT), and adequate equations are presented.
机译:许多实验室使用的铂电阻温度计不能满足ITS-90的标准铂电阻温度计作为温度校准的工作标准,的确,校准实验室的最佳程序之一是为每个恒温槽或熔炉配备设备带有一个工作标准温度计。对于这种用途,工作标准温度计需要便宜且显示出良好的稳定性,但仅在其浴池或熔炉的工作范围内即可。然后,可以在需要最佳精度时直接与标准参考温度计进行比较,或者在精度较低时与工作标准温度计进行比较,从而直接进行温度计校准。这种较低的精度取决于两个后续校准之间的工作标准温度计的稳定性,以及取决于插值方程式近似ITS-90的能力。由于这些温度计不满足ITS-90的要求,因此无法使用ITS-90的插值公式。同样,广泛使用的Callendar-Van Dusen公式的结果也不足以描述这些温度计在几mK的水平下的行为。因此,根据意大利校准服务(SIT)的多个实验室采用的许多工作标准温度计在-80°C至650°C的温度范围内的校准数据,已经研究了几种不同的替代方法方程被提出。

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