Abstract:A new primary standard for generation of vacuum pressures between 9 × 10 −4 Pa and 10 3 Pa has been completed at the Ulusal Metroloji Enstitüsü (UME). It is based on the static expansion method, whereby the range is extended to lower pressures by multiple expansions. The apparatus consists of six vessels that provide a pressure reduction by a factor of about 10 −6 in the main calibration vessel after a three-step expansion. Seventeen platinum resistance thermometers are mounted on the vessels to determine the … Show more
“…Regarding the modelling of the process, some institutions have chosen to use the ideal gas model [13], [24], [25], while others have proposed the use of the virial equation as a real gas model for the expansion process [5], [7], [8], [23]. One aspect that is quite generalised is the assumption that the initial pressure in the calibration tank is zero, although the question remains whether this assumption is valid as the final pressure is smaller (that is, as the vacuum increases).…”
Section: Static Expansion Systemsmentioning
confidence: 99%
“…One aspect that is quite generalised is the assumption that the initial pressure in the calibration tank is zero, although the question remains whether this assumption is valid as the final pressure is smaller (that is, as the vacuum increases). Equation (1) presents the calculation of the pressure after a static expansion process, modelling the substance as an ideal gas and neglecting the initial pressure in the large tank [10], [13], [24], [25].…”
Static expansion systems are used to generate pressures in medium and
high vacuum and are used in the calibration of absolute pressure meters in
these pressure ranges. In the present study, the suitability of different
models to represent the final pressures in a static expansion system with
two tanks is analysed. It is concluded that the use of the ideal gas model
is adequate in most simulated conditions, while the assumption that the
residual pressure is zero before expansion presents problems under certain
conditions. An uncertainty analysis of the process is carried out, which
leads to evidence of the high importance of uncertainty in a first expansion
over subsequent expansion processes. Finally, an analysis of the expansion
system based on uncertainty is carried out to estimate the effect of the
metrological characteristics of the measurements of the input quantities.
Said design process can make it possible to determine a set of restrictions
on the uncertainties of the input quantities.
“…Regarding the modelling of the process, some institutions have chosen to use the ideal gas model [13], [24], [25], while others have proposed the use of the virial equation as a real gas model for the expansion process [5], [7], [8], [23]. One aspect that is quite generalised is the assumption that the initial pressure in the calibration tank is zero, although the question remains whether this assumption is valid as the final pressure is smaller (that is, as the vacuum increases).…”
Section: Static Expansion Systemsmentioning
confidence: 99%
“…One aspect that is quite generalised is the assumption that the initial pressure in the calibration tank is zero, although the question remains whether this assumption is valid as the final pressure is smaller (that is, as the vacuum increases). Equation (1) presents the calculation of the pressure after a static expansion process, modelling the substance as an ideal gas and neglecting the initial pressure in the large tank [10], [13], [24], [25].…”
Static expansion systems are used to generate pressures in medium and
high vacuum and are used in the calibration of absolute pressure meters in
these pressure ranges. In the present study, the suitability of different
models to represent the final pressures in a static expansion system with
two tanks is analysed. It is concluded that the use of the ideal gas model
is adequate in most simulated conditions, while the assumption that the
residual pressure is zero before expansion presents problems under certain
conditions. An uncertainty analysis of the process is carried out, which
leads to evidence of the high importance of uncertainty in a first expansion
over subsequent expansion processes. Finally, an analysis of the expansion
system based on uncertainty is carried out to estimate the effect of the
metrological characteristics of the measurements of the input quantities.
Said design process can make it possible to determine a set of restrictions
on the uncertainties of the input quantities.
“…In the medium pressure range 0.1 Pa to 1000 Pa, mercury manometers are not suitable and the characteristics of continuous expansion systems become poorly deˆned, as they depend on pressure, so primary standards are based on static expansion of a gas 25) . That is why, the static expansion systems (also called volume or series expansions systems) are used as primary standards for the calibration of vacuum gauges 26,27) .…”
Section: Static Expansion Systemsmentioning
confidence: 99%
“…Static expansion systems have been used routinely for more than 35 years as a primary deˆnition of low pressure 29) . This is the most suitable method above 10 -1 Pa 30) , however, newly developed systems (UME of Turkey) have extended this limit from 9×10 -4 Pa to 10 3 Pa 26) . In such systems, known pressures are generated by expanding a known gas amount enclosed in a small volume V 1 into a much larger evacuated volume V 2 by opening a valve in between the two volumes.…”
The calibration of vacuum gauges is mainly carried out in two ways; i) using the primary standards in which the readings of a test gauge are compared with the pressures generated by the standard, and ii) by comparison method in which the readings of the gauge under test are compared with the output signal of a secondary standard. The former type of standards are, usually, large and complicated systems comprising of vacuum pumps, chambers, valves, and gauges etc. while the later type are simply vacuum gauges, with superior qualities, which are attached to a properly designed calibration system. The Vacuum Measurement Lab at Korea Research Institute of Standards and Science (KRISS), Rep. of Korea, maintains primary standards as well as systems for calibration by comparison method. The KRISS primary standards can be used for the calibration purpose in the pressure range from ~10-7 Pa to 133 kPa. For bilateral as well as key comparison of these standards, KRISS has participated in the past where its standards have good degree of equivalence and hence international recognition, with other national standards like that of NIST, PTB, NPL(UK), etc. Besides, the KRISS Vacuum Measurement Lab also has comparison system which can be used for calibration by comparison method. However, here the KRISS primary vacuum gauge calibration standards are discussed brie‰y with the aim to provide enough information to the readers in a single paper.
“…Vacuum packaging of food, semiconductor devices fabrication, metallurgical and chemical processes, optical and electrical thin-film coating are only few examples of such applications. In this range, the pressure is measured by standards such as capacitance diaphragm gauges (CDGs) and spinning rotor gauges (SRGs), which must be calibrated using primary standards, including static expansion systems, where the standard pressure is obtained through a static expansion of a pure gas, applying the law of the perfect gases [1][2][3][4][5]. The INRiM static expansion system has been developed in the past [6,7], but it has been recently modified in order to improve its performance and extend the working range down to 5•10 -4 Pa.…”
The INRiM static expansion system has been recently modified in order to improve its performance and extend the working range down to 5.10-4 Pa. A new characterization of the system has been performed and a preliminary estimate of the uncertainty has been evaluated.
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