학술논문

Static Characteristics of the Air Gauging Sensor Applied in the Microhole Measurement
Document Type
Periodical
Source
IEEE Sensors Journal IEEE Sensors J. Sensors Journal, IEEE. 23(23):29645-29655 Dec, 2023
Subject
Signal Processing and Analysis
Communication, Networking and Broadcast Technologies
Components, Circuits, Devices and Systems
Robotics and Control Systems
Sensors
Sensor phenomena and characterization
Pressure measurement
Pollution measurement
Atmospheric measurements
Area measurement
Temperature measurement
Back-pressure air gauging sensor
dimensional measurement
microhole
static characteristics
Language
ISSN
1530-437X
1558-1748
2379-9153
Abstract
Microhole measurement methods struggle to produce the intended results because of poor in situ measurement circumstances. The back-pressure air gauge, which is self-clean and unaffected by complicated environments, can be equipped with a microprobe to obtain desired results, but the limited application of the sensor is caused by its expensive cost and challenging processing requirements. In this article, an air gauging sensor without a microprobe was presented as a low-cost and simple structure solution to the above issue and the static characteristics were optimized in several methods accounting for different microhole diameters. Theoretical and experimental static characteristics were obtained using the steady-state model and experimental data. Then, the effects of crucial parameters on static characteristics, including the feeding pressure and the inlet nozzle diameter, were analyzed under various settings. A novel performance improvement method of the sensor was presented by comparing and analyzing the ${P}_{{\text {x}}}$ = ${f}$ ( ${d}_{{{1}}}$ ) and ${P}_{{\text {x}}}$ = ${f}$ ( ${d}_{{{1}}} ^{{2}}$ ) characteristics. The results indicated that a smaller inlet nozzle and appropriately higher feeding pressure helped improve the sensitivity, reduce the starting diameter, and enlarge the length of the linear area. The novel method of extending the measurement range by combining ${P}_{{\text {x}}}$ = ${f}$ ( ${d}_{{{1}}}$ ) with ${P}_{{\text {x}}}$ = ${f}$ ( ${d}_{{{1}}} ^{{2}}$ ) has a larger measurement range and a smaller starting diameter than sacrificing 1% nonlinear error. It is possible to use the nonlinear area to measure microholes much smaller than the starting diameter. These new findings make contributions to the wide application of the air gauging sensor in microhole measurements.