Determination of the Boltzmann Constant Using the Differential - Cylindrical Procedure
X. J. Feng, J. T. Zhang, H. Lin, K. A. Gillis, and M. R. Moldover

TL;DR
This paper introduces a novel differential-cylindrical acoustic gas thermometer method to determine the Boltzmann constant with high precision, showing improvements over previous techniques and aligning well with theoretical and existing experimental values.
Contribution
The paper presents a new differential-cylindrical procedure for measuring the Boltzmann constant using acoustic gas thermometry, reducing correction dependence and improving accuracy.
Findings
Achieved a Boltzmann constant value of 1.3806506×10^-23 J/K with 2.3×10^-6 uncertainty.
Demonstrated good agreement of acoustic virial coefficients with theoretical calculations.
Improved measurement precision over previous methods.
Abstract
We report in this paper the progresses on the determination of the Boltzmann constant using the acoustic gas thermometer (AGT) of fixed-length cylindrical cavities. First, we present the comparison of the molar masses of pure argon gases through comparing speeds of sound of gases. The procedure is independent from the methodology by Gas Chromatography-Mass Spectrometry (GC-MS). The experimental results show good agreement between both methods. The comparison offers an independent inspection of the analytical results by GC-MS. Second, we present the principle of the novel differential-cylindrical procedure based on the AGT of two fixed-length cavities. The deletion mechanism for some major perturbations is analyzed for the new procedure. The experimental results of the differential-cylindrical procedure demonstrate some major improvements on the first, second acoustic and third virial…
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Taxonomy
TopicsCalibration and Measurement Techniques · Spectroscopy and Laser Applications · Spacecraft and Cryogenic Technologies
