2005
DOI: 10.1088/0957-4484/16/10/054
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Friction model for the velocity dependence of nanoscale friction

Abstract: The velocity dependence of nanoscale friction is studied for the first time over a wide range of velocities between 1 microm s(-1) and 10 mm s(-1) on large scan lengths of 2 and 25 microm. High sliding velocities are achieved by modifying an existing commercial atomic force microscope (AFM) setup with a custom calibrated nanopositioning piezo stage. The friction and adhesive force dependences on velocity are studied on four different sample surfaces, namely dry (unlubricated), hydrophilic Si(100); dry, partial… Show more

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Cited by 151 publications
(114 citation statements)
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“…Macroscale stick -slip is typically an unwanted behaviour that results in wear, chatter and unstable motion in sliding systems (Rabinowicz 1995;Bhushan 2002); however, nanoscale stick -slip dynamics are notably different (Gnecco et al 2000;Richetti et al 2001;Riedo et al 2003;Tambe & Bhushan 2005), and it has been proposed that smooth macroscopic sliding may result from uncorrelated nanoscale stick -slip (Braun et al 2005;Persson 1995 Richetti et al 2001;Tao & Bhushan 2007). We propose that wear resistance, and stable frictional adhesion forces during sliding, may emerge from the stochastic stick -slip of a population of individual fibrils with high resonant frequencies.…”
Section: Discussionmentioning
confidence: 91%
“…Macroscale stick -slip is typically an unwanted behaviour that results in wear, chatter and unstable motion in sliding systems (Rabinowicz 1995;Bhushan 2002); however, nanoscale stick -slip dynamics are notably different (Gnecco et al 2000;Richetti et al 2001;Riedo et al 2003;Tambe & Bhushan 2005), and it has been proposed that smooth macroscopic sliding may result from uncorrelated nanoscale stick -slip (Braun et al 2005;Persson 1995 Richetti et al 2001;Tao & Bhushan 2007). We propose that wear resistance, and stable frictional adhesion forces during sliding, may emerge from the stochastic stick -slip of a population of individual fibrils with high resonant frequencies.…”
Section: Discussionmentioning
confidence: 91%
“…The increase in friction force at high velocities is the result of asperity impacts and the corresponding high frictional energy dissipation at the sliding interface (Tambe and Bhushan 2005b). Tambe and Bhushan (2005a) have extended the ''molecular spring'' model presented by Bhushan and Liu (2001) to explain the velocity dependent increase in friction force for compliant SAM molecules. The SAM molecules reorient under the tip normal load.…”
Section: Afm Adhesion and Friction Measurements Under Ambient Conditionsmentioning
confidence: 87%
“…At nanoscale, the traditional Amonton's law cannot be used to calculate the friction force. To analyze the running-in behavior of nanoscale friction, we adapt the model proposed by Tambe et al [20], which assumes that the nanoscale friction force between contact interfaces is a result of three components: F int due to interfacial adhesion, F def due to deformation, and F stick-slip due to stick-slip of contact interfaces.…”
Section: Sharp Drop Of Interfacial Force During a Running-in Processmentioning
confidence: 99%