Zugriffsnummer 54842
Dokumenttyp Zeitschriftenartikel Open Access Gold
Peer Review mit Peer Review
Sprache Englisch
Titel Quantitative Analysis of Spherical Probe Radius Effects on Surface Roughness Measurements
Autor(in); Institution
Xu, Min; 5.1, Oberflächenmesstechnik, PTB-Braunschweig
Brand, Uwe; 5.1, Oberflächenmesstechnik, PTB-Braunschweig
Quelle/Jahr Measurement Science and Technology: 36 (2025), 9, 1 - 9
ISSN 0957-0233 (print) ; 1361-6501 (online)
DOI
Verlag Bristol: IOP
Freie Schlagworte Surface Roughness ; Profile Measurement ; Tip Convolution
Zusammenfassung Probe-surface convolution distorts the measurement results of tactile surface measuring instruments, complicating comparisons with results from other tactile or optical measurement systems. This paper presents a theoretical analysis of how the spherical probe radius affects the measured surface profile and investigates its impact on roughness measurements. The analysis reveals that the probe convolution not only introduces multiple harmonic components of the original frequency but also alters the amplitude of the original frequency itself. Among these effects, this amplitude reduction predominantly contributes to deviations in roughness measurements, resulting in a systematic underestimation and cannot be eliminated by conventional filtering. This study indicates that for filtered profiles, probe convolution causes a measurement error proportional to the square of the ratio of the probe radius to the maximum allowable radius rmax and can reduce the measured roughness 𝑅𝑞 by up to 12.5%. To maintain a measurement error below 5%, the tip radius should be smaller than 60% of rmax. The analytical model is validated through both numerical simulations and experimental measurements.
Kostenfreier Zugang Open Access Gold
Rechteinformation CC BY 4.0 ; Creative Commons Attribution 4.0 License
Themenbereich der Metrologie Länge, dimensionelle Metrologie

Zitierung

Xu, M. & Brand, U. (2025). Quantitative Analysis of Spherical Probe Radius Effects on Surface Roughness Measurements. Measurement Science and Technology, 36(9), 1–9. https://doi.org/10.1088/1361-6501/ae005d

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