首页> 外文期刊>Frontiers in Mechanical Engineering >Continuum Model Analysis of QCMNanotribological Data to ObtainFriction Coefficients for 304SSContacts Lubricated by Water andTiO2 Nanoparticle Suspensions
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Continuum Model Analysis of QCMNanotribological Data to ObtainFriction Coefficients for 304SSContacts Lubricated by Water andTiO2 Nanoparticle Suspensions

机译:QCMnotibologicatib数据的连续模型分析,获取304Sscontacts的次腹部润滑液悬浮液的框架系数

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We report a study of the response of a Quartz Crystal Microbalance (QCM) torubbing contacts in air, water and aqueous suspensions of 40 nm TiO2 nanoparticles.Measurements were performed with a contact comprised of 3 close-packed 304SS ballbearings situated symmetrically about the center of a 304SS QCM electrode with 2 nmrms roughness. Two continuum methods were employed to infer macroscale frictioncoefficients μ employing QCM nanotribological data recorded in the Cattaneo-Mindlin(CM) slip regime at vibrational amplitudes that varied between 1 and 17 nm. The “slope”Method 1 involved sweeps of the QCM amplitude of vibration as ball bearings were heldin continuous contact with the oscillating electrode. The “contact” Method 2 obtainedμ by analyzing the shifts in frequency and bandwidth that occur at a fixed uo to solvefor μ. when ball bearings were brought in and out of contact with the QCM’s electrode.The results for dry and water lubricated contacts compared favorably with macroscalefriction coefficients reported in the literature. The model failed to adequately describecontacts lubricated with the NP suspension, but its continuum nature did not appear tobe the dominant factor underlying failure. The failure was more likely attributable to eithera lack of a CM slip regime when NP were present at the interface and/or the fact thatthe amplitude of vibration was close in size to the individual NP contacting regions, inviolation of a key underlying assumption of the model.
机译:我们报告了对空气中的石英晶微相(QCM)的响应的研究,40nm TiO2纳米颗粒的水和水悬浮液的响应。用围绕中心对称的3个近填充304ss芭蕾舞组成的接触进行了释放的释放。 304SS QCM电极,具有2个NMRMS粗糙度。使用两种连续性方法来推断宏观FradceCofientsμ采用在Cattaneo-Mindlin(CM)滑动状态下在振动振荡中记录的QCM纳米型数据,该振动幅度在1至17nm之间变化。 “斜坡”方法1涉及振动的QCM振幅的扫描,随着滚珠轴承与振荡电极连续接触。通过分析在固定的UO以解决μ的频率和带宽中的频率和带宽的变化来获得“联系人”方法2。当滚珠轴承进入和与QCM的电极接触时。与文献中报告的Macroscalifriction系数有利地比较干燥和水润滑触点的结果。该模型未能充分描述与NP暂停润滑的通知,但其连续性无论是否出现潜在的潜在故障。当在界面处存在NP和/或振动的幅度尺寸的情况下,失败的失败是缺乏CM滑动制度的缺陷,并且振动幅度为单个NP接触区域,模型的关键潜在假设的侵入性。

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