关于更新国际温标的建议

A. Steele, K. Hill
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引用次数: 0

摘要

自1927年成立以来,国际温标(its)不断改变以适应时代的需要。ITS协议规定了具有指定温度(定义固定点)、定义仪器(温度计)和内插(或外推)方程的相变。自1927年以来,定点及其指定温度的选择发生了变化,定义仪器被添加和删除,方程变得更加复杂。1990年,在水面三点以上和三点以下引入了参考函数,并增加了重叠的子范围,增加了实现的灵活性。自推出以来的22年里,its -90很好地服务了它的用户社区。然而,它的偏离热力学温度是比最苛刻的应用是可取的。一种方法是继续在ITS-90 (T90)上进行测量,然后使用测温咨询委员会的最佳估计(T - T90)对温度进行修正,使其更符合热力学温度(T)。或者,这些缺点可以通过一步的过程来解决,通过更新参考函数的系数和定义固定点的温度,通过保持ITS-90熟悉的数学结构的渐进变化来解决。这种更新ITS的途径对实施的要求相对较低。对嵌入式仪器的影响是最小的-只需要更新参考函数的系数,而不需要完全重做数学。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Proposal to Update the International Temperature Scale
Since its inception in 1927, the International Temperature Scale (ITS) has changed to meet the needs of the time. The ITS protocol specifies phase transitions with assigned temperatures (the defining fixed points), defining instruments (thermometers), and interpolating (or extrapolating) equations. Since 1927, the selection of fixed points and their assigned temperatures have changed, defining instruments have been added and deleted, and the equations have become more complex. In 1990, reference functions were introduced both above and below the triple point of water, and the addition of overlapping sub-ranges increased the flexibility of realization. Over the 22 years since its introduction, the ITS-90 has served its user community well. However, its departure from thermodynamic temperature is more than is desirable for the most demanding applications. One approach is to continue making measurements on the ITS-90 (T90), and then correct the temperatures for better accord with thermodynamic temperature (T) using the Consultative Committee for Thermometry’s best estimates of (T - T90). Alternatively, these shortcomings can be addressed in a one-step process, through an evolutionary change that maintains the familiar mathematical structure of the ITS-90, by updating the coefficients of the reference functions and the temperatures of the defining fixed points. This route to updating the ITS has relatively modest requirements for implementation. The impact on embedded instrumentation is minimal - requiring only an updating of the coefficients of the reference functions and not a complete reworking of the mathematics.
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