A Study on Surface Material Measures for Areal Surface Texture Measuring Instruments: Measuring Conditions for the Areal Profiling

Nemoto, K.; Yanagi, Kazuhisa; Aketagawa, Masato; Kanda, D.; Yoshida, Ichiro; Uchidate, Michimasa

doi:10.4028/www.scientific.net/kem.381-382.241

Cited by 4 publications

(5 citation statements)

References 2 publications

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“…We proposed a calculation algorithm to generate random surface topography data using a non-causal 2D auto-regressive (2D AR) model. In this study the boundary conditions for four sides were modified so that exactly one cycle height data or unit areal data can be introduced [4]. This means that height data on both sides are identical to each other.…”

Section: Generation Of Irregular Surface Topography Datamentioning

confidence: 99%

“…As mentioned above, the sampling distances dx and dy for 3D surface texture measurement in this study were determined as shown in table 7. The evaluation area was defined as 770 μm (x) × 770 μm (y) [4]. If it measures on this condition, even if the difference of the value of Sz compares with the result of dx = dy = 0.5 μm, it will become below 3% (0.2 μm).…”

Section: Measuring Conditionsmentioning

confidence: 99%

“…The 3D surface roughness measurement standard for evaluating the overall performance including the measurement principle and internal processing is not proposed. Therefore, the measurement standards for 3D roughness aiming at verification of a surface texture measuring instrument are required [3,4].…”

Section: Introductionmentioning

confidence: 99%

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Development of a roughness measurement standard with irregular surface topography for improving 3D surface texture measurement

Nemoto

Yanagi

Aketagawa

et al. 2009

Meas. Sci. Technol.

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In this study, measurement standards with irregular surface topography which can be used for surface texture measuring instruments of various measurement principles are proposed, and the verification system for surface texture measuring instruments is established using the measurement standard. We have generated the software gauge data with 3D irregular surface texture using the non-causal 2D auto-regressive model (2D AR model). This model can generate periodic irregular surface topography data from specified surface texture parameters, and based on the generated software gauge data, the measurement standards were manufactured by machining with a diamond ball end mill. The short wavelength components which cannot be processed by the ball end mill were removed from the original machining data by the morphological filter. Manufactured measurement standards were measured using three types of surface texture measuring instruments. Proposed measurement standards can be used for various types of measuring instruments.

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Section: Generation Of Irregular Surface Topography Datamentioning

confidence: 99%

Section: Measuring Conditionsmentioning

confidence: 99%

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Development of a roughness measurement standard with irregular surface topography for improving 3D surface texture measurement

Nemoto

Yanagi

Aketagawa

et al. 2009

Meas. Sci. Technol.

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Section: Introductionmentioning

confidence: 99%

“…Time series and FFTs are popular in generating 3D surfaces. Time series models were used by Whitehouse 17 , Gu and Huang, 18 Hong and Ehmann, 19 Uchidate et al, 20 Nemoto et al, 21 and Uchidate et al 22 Usually, after application of time series models, only a few points near the origin of the autocorrelation function can be properly simulated. In order to cope with the storage space and time limitations of the mentioned methods a FFT application was proposed.…”

Section: Introductionmentioning

confidence: 99%

Modelling of plateau honed cylinder surface topography

Reizer

Pawlus

2012

Proceedings of the Institution of Mechanical Engineers, Part B:

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Three methods of simulation of two-process profiles were compared. An idea for the best method is to impose a random Gaussian profile on the valley profile. A special procedure was developed by the present authors to obtain desired values of skewness and correlation length. The extension of this method was used in order to model three-dimensional surface topography after two processes. The imposition method was used for plateau-honed cylinder surface topographies simulation. The mating accuracy of modelled and measured topographies was good, taking into account the complicated character of plateau-honed cylinder surfaces.

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Development and Evaluation of New Material Measure with Chirp Form for Surface Texture Instruments

Yoshida¹,

Okazaki²,

Kato³

et al. 2018

IJAT

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This study designs and develops a new material measure with a chirp form. Material measures are measurement standards for calibration, verification, and inspection. Since material measures are essential for ensuring the traceability of surface texture instruments, we have been developing a manufacturing system to provide them. ISO 5436-1:2000 contains material measures with sinusoidal wave forms, random wave forms, triangular wave forms, trapezoidal wave forms, cusp forms, rectangular forms, etc. However, ISO 5436-1:2000 does not contain a material measure with a chirp (sweep) form. Therefore, we propose a material measure with a chirp form. Chirp signals are frequently used for various analyses in the fields of mechanical engineering, electrical engineering, physics, and others. The primary purpose of the proposed material measure with a chirp form is to rapidly and simply examine the characteristics and capabilities of implemented Gaussian filters. We designed the surface form of the material measure as a logarithmic chirp form to maximize the utility of the primary purpose in this study. The wavelength of the manufactured chirp form varies logarithmically in the lateral (x) direction. This paper presents the following five points: 1) the design and development of the material measure with a chirp form, 2) the application of the proposed material measure to the examination of the attenuation characteristics of implemented Gaussian filters, 3) the application of the proposed material measure to obtain the deformation of the roughness form due to the implemented Gaussian filters, 4) the application of the proposed material measure to specify the algorithm of the implemented Gaussian filters, and 5) the possibility of another application of the material measure with a chirp form.

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A Study on Surface Material Measures for Areal Surface Texture Measuring Instruments: Measuring Conditions for the Areal Profiling

Cited by 4 publications

References 2 publications

Development of a roughness measurement standard with irregular surface topography for improving 3D surface texture measurement

Development of a roughness measurement standard with irregular surface topography for improving 3D surface texture measurement

Modelling of plateau honed cylinder surface topography

Development and Evaluation of New Material Measure with Chirp Form for Surface Texture Instruments

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