2012
DOI: 10.1007/s11249-012-0025-6
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Textured Surface Hydrodynamic Lubrication: Discussion

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Cited by 34 publications
(36 citation statements)
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“…i E(x ci ) = E(0): the BEM dilution assumption exactly holds in this case. This disruptive interference, remarkably, explains the success of the BTH in accurately predicting the average flow dynamics of common surface textures [23,26], for example, represented in figure 1b. (b) The polarization of two interacting circular superficial defects embedded in a homogeneous medium…”
Section: On the Bruggeman Effective Medium Approach Applied To Texturmentioning
confidence: 87%
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“…i E(x ci ) = E(0): the BEM dilution assumption exactly holds in this case. This disruptive interference, remarkably, explains the success of the BTH in accurately predicting the average flow dynamics of common surface textures [23,26], for example, represented in figure 1b. (b) The polarization of two interacting circular superficial defects embedded in a homogeneous medium…”
Section: On the Bruggeman Effective Medium Approach Applied To Texturmentioning
confidence: 87%
“…The BTH theory has been successfully tested in a number of comparisons with both numerical [23,26,27] and experimental [26] results, showing, in particular, that both friction as well as supported load can be accurately calculated within the model. For a single thrust bearing pad, partially textured with square holes arranged in a square lattice, in figure 14 the cross-section pressure field is shown as a function of the contact position (along the sliding axis) as obtained from independent exact numerical calculations [20] (red dotted curves), and is compared with the predictions (with same texture area density but for circular holes) for the BTH [23] (dashed black line) and cBTH (solid line) theories.…”
Section: Discussionmentioning
confidence: 99%
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“…We assume that the sliding contact takes place between the partially textured and plain parallel surfaces, under the iso-viscous rigid lubrication regime and isothermal conditions. An analytical model has been developed under these conditions, which accurately describes the texture hydrodynamics [20]. The theoretical model allows for the calculation of the average flow dynamics at the contact interface, in terms of the flow and the shear stress tensorial factors, provided that cavitation is absent or it has a negligible effect (as is usually the case of partial surface textures).…”
Section: Super-bearings With Enhanced Load Support and Low-frictionmentioning
confidence: 99%
“…Although being beneficial to friction reduction, it is shown that an isotropic lattice of circular dimples fails to redirect the lubricant flow because it provides isotropic conductivities [22]. On the other hand, striped superficial defects are well known to produce anisotropic flow redistribution [20,22]. In the case of texturing with micro-grooves extending all over the contact surface (total texturing), a friction increase has been experimentally reported.…”
Section: Super-bearings With Enhanced Load Support and Low-frictionmentioning
confidence: 99%