TY - JOUR
T1 - Effects of Groove Factor and Surface Roughness of Raceway in Ball-Bearing-Like Specimens on Tribological Behavior and the Onsets of Two Instabilities of Dry Contacts
AU - Han, Chang Fu
AU - Chu, Hsiao Yeh
AU - Luo, Ruei Yang
AU - Liao, Neng Tung
AU - Wei, Chin Chung
AU - Chen, Guan Lin
AU - Tsai, Ping Hsueh
AU - Chiu, Yueh Lin
AU - Hwang, Yih Chyun
AU - Lin, Jen Fin
N1 - Funding Information:
This work was financially supported by HIWIN Technologies Corporation and the Ministry of Science and Technology, Taiwan, R.O.C., under grant MOST 104-2622-E-150-002-CC2.
Publisher Copyright:
© 2017, Chinese Mechanical Engineering Society. All right reserved.
PY - 2017/10/1
Y1 - 2017/10/1
N2 - In the present study, ball-bearing-like specimens are prepared with three groove factors (GF≡r/D; r: radius of groove; D: diameter of ball). Based on the three GF values, the specimens are designed with the number of balls and the raceway dimensions, except for ball diameter, to be slightly different. Analyses of operating conditions are conducted for the thrust loads applied to the dry-contact specimen running at a rotational speed such that the maximum contact stress created in every specimen has been obtained close to 2.0 GPa. The combined effect of surface roughness ((Ra) inner ) of the inner raceway and groove factor becomes the controlling factor for the slip ratio (SR) arising at the tribocontact of ball and the inner raceway, and the average friction coefficient (μ) of ball-bearing-like specimen. Both the inception time (T BR ) of the instability in the running-in process and the inception time (T BS ) of the instability arising in specimen's base material are affected by the average value of SR. Based on a theoretical model, the fluctuations of frictional torque arising at the time behind the running-in instability are confirmed to be due to the instability arising in the base material. The theoretical prediction for T BS is determined when μ ̅ reaches the threshold value, (μ ̅) threshold . In the specimens with the same GF, increasing (Ra) inner can elevate the average slip ratio ((SR)). In the specimens with a relatively smaller (Ra) inner , specimen's GF is the dominant factor for (SR); however, (Ra) inner becomes the dominant factor for (SR) if the inner raceways are prepared with a relatively larger (Ra) inner . Increasing specimen's GF can result in the μ reduction, irrespective of (Ra) inner value. For the specimens with the same GF, a decrease in (Ra) inner is advantageous for the reduction of μ. Both T BS and T BR are reduced by increasing the (SR) value. The wear losses of ball and the two raceways however increase with increasing the (SR) value. Periodic grove-like vibration signals in the running-in process have been proved to be caused by the surface wavinesses of the as-received raceways. The wavinesses of raceway are the controlling factor for the significant rise of frictional torque in the running-in regime and the T BR value.
AB - In the present study, ball-bearing-like specimens are prepared with three groove factors (GF≡r/D; r: radius of groove; D: diameter of ball). Based on the three GF values, the specimens are designed with the number of balls and the raceway dimensions, except for ball diameter, to be slightly different. Analyses of operating conditions are conducted for the thrust loads applied to the dry-contact specimen running at a rotational speed such that the maximum contact stress created in every specimen has been obtained close to 2.0 GPa. The combined effect of surface roughness ((Ra) inner ) of the inner raceway and groove factor becomes the controlling factor for the slip ratio (SR) arising at the tribocontact of ball and the inner raceway, and the average friction coefficient (μ) of ball-bearing-like specimen. Both the inception time (T BR ) of the instability in the running-in process and the inception time (T BS ) of the instability arising in specimen's base material are affected by the average value of SR. Based on a theoretical model, the fluctuations of frictional torque arising at the time behind the running-in instability are confirmed to be due to the instability arising in the base material. The theoretical prediction for T BS is determined when μ ̅ reaches the threshold value, (μ ̅) threshold . In the specimens with the same GF, increasing (Ra) inner can elevate the average slip ratio ((SR)). In the specimens with a relatively smaller (Ra) inner , specimen's GF is the dominant factor for (SR); however, (Ra) inner becomes the dominant factor for (SR) if the inner raceways are prepared with a relatively larger (Ra) inner . Increasing specimen's GF can result in the μ reduction, irrespective of (Ra) inner value. For the specimens with the same GF, a decrease in (Ra) inner is advantageous for the reduction of μ. Both T BS and T BR are reduced by increasing the (SR) value. The wear losses of ball and the two raceways however increase with increasing the (SR) value. Periodic grove-like vibration signals in the running-in process have been proved to be caused by the surface wavinesses of the as-received raceways. The wavinesses of raceway are the controlling factor for the significant rise of frictional torque in the running-in regime and the T BR value.
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M3 - Article
AN - SCOPUS:85059738925
SN - 0257-9731
VL - 38
SP - 537
EP - 553
JO - Journal of the Chinese Society of Mechanical Engineers, Transactions of the Chinese Institute of Engineers, Series C/Chung-Kuo Chi Hsueh Kung Ch'eng Hsuebo Pao
JF - Journal of the Chinese Society of Mechanical Engineers, Transactions of the Chinese Institute of Engineers, Series C/Chung-Kuo Chi Hsueh Kung Ch'eng Hsuebo Pao
IS - 5
ER -