Abstract

The air piston gauge (APG) was established at CSIR-National Physical Laboratory, India (NPLI) since 2000. Later the same piston- cylinder(p-c) assembly was calibrated in NIST USA; however, it was never published for metrology communities. As per international protocol, the establishment of the APG as a primary standard, the effective area of p-c assembly, and masses must be directly traceable to SI units. The first time we have calculated the effective area and associated uncertainty of p-c assembly using dimension and mass metrology, traceability to the SI units, i.e., meter and kilogram. To realize the APG as primary pressure standards, we have calculated the effective area of p-c assembly of APG directly from dimension metrology, which is further supported by various other methods. The effective area values obtained in the pressure range of 6.5 – 360 kPa lie in the range of 3.356729 – 3.357248 cm² due to uncertainty limitation in the measurement of dimension of internal diameter of cylinder. The expected values of the effective area which are also measured from cross-float technique against ultrasonic interferometer manometer (UIM), primary pressure standards. The accuracy in effective area measurement is possible only when the resolution in the internal radius of the cylinder should at least be up to 5th decimal order and the uncertainty is 80 nm. The expanded uncertainty was measured nearly 11 ppm at <em>k</em> = 2 by considering the uncertainty in internal radii of cylinder and radii of piston around 80 nm.

Highlights

  • The most accurate pressure standard all over world is mercury based manometer i.e. ultrasonic interferometer manometer (UIM)

  • The effective area values of air piston gauge (APG) obtained using RGD is in the range of 3.356729 – 3.357248 cm2 with varying internal cylinder radius within its uncertainty limit i.e. 700 nm in the complete pressure range of 6.5 – 360 kPa

  • The accuracy and low uncertainty is possible only when the resolution in the internal radius of the cylinder should have atleast be upto 5th decimal and the uncertainty is comparable to uncertainty of pistion i.e. 80 nm in the present case

Read more

Summary

INTRODUCTION

The most accurate pressure standard all over world is mercury based manometer i.e. ultrasonic interferometer manometer (UIM). To meet the requirement of mercury-free equipment, most of the NMIs has developed p-c assembly based primary pressure standards to realize the Pascal and maintain the traceability chain. The APGs are easy to handle, portable in nature, and very accurate pressure measurement over a wide range of pneumatic and hydraulic pressure, i.e., Pa to GPa. In this article, our focus will be on the calculation of the effective area of p-c assembly using rarefaction gas dynamics and dimension metrology. The NIST USA, and PTB Germany have discarded the Dadson formula to calculate the effective area of p-c assembly and opted to use the rarefaction gas dynamics method. We report for the values of the effective area along with the uncertainties of the APG, model: Ruska 2465A-754 using dimension metrology and rarefaction gas dynamics theory in the range of 6.5 – 360 kPa

EFFECTIVE AREA CALCULATION
RESULTS & DISCUSSION
SUMMARY
Full Text
Published version (Free)

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call