2010
DOI: 10.4028/www.scientific.net/msf.662.53
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Contact Problems at Nano/Microscale and Depth Sensing Indentation Techniques

Abstract: An overview of development of indentation techniques and connections between contact mechanics and methods of extracting mechanical characteristics from indentation data is given. Observed disagreements between the experimental observations and the models of indentation are discussed. It is shown that this disagreement is often caused by violation of hypotheses that are used in the formulation of the appropriate boundary-value contact problems and strictly speaking one cannot apply directly the solutions of He… Show more

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Cited by 18 publications
(12 citation statements)
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References 92 publications
(142 reference statements)
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“…The hardness studies of materials have a long history (see a review by Borodich [6,7]). There were several very important steps in the development of modern hardness techniques.…”
Section: Microindentation Techniquesmentioning
confidence: 99%
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“…The hardness studies of materials have a long history (see a review by Borodich [6,7]). There were several very important steps in the development of modern hardness techniques.…”
Section: Microindentation Techniquesmentioning
confidence: 99%
“…Although the BG method is very robust to external noise and it is very fast, the method cannot be employed in its present form for extraction of mechanical characteristics of the components of such highly inhomogeneous materials as coals. On the other hand, although the former approach for determination of E Ã based on the BASh formula has several drawbacks [6], it is generally accepted that the results obtained for bulk material samples have acceptable accuracy. In addition, the use of sharp nanoindenters looks very reasonable taken into account that some microcomponents of tested materials are very small.…”
Section: Depth-sensing Indentation Techniquesmentioning
confidence: 99%
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“…Currently depth-sensing indentation (DSI) techniques, that is, the continuously monitoring of the P -δ curve where P is the applied load and δ is the displacement (the approach of the distant points of the indenter and the sample), are widely used in materials science [10]. For example, the indentation by sharp pyramidal indenters is used to estimate the elastic modulus of a tested material by measuring the slope S of the unloading branch of the diagram and employing the semi-empirical BASh (Bulychev-Alekhin-Shorshorov) formula or its modifications [11,12] …”
Section: Depth-sensing Indentation and Adhesive Contactmentioning
confidence: 99%
“…The force of adhesion for one nano-asperity is assumed as the pull-off force according to Boussinesq-Kendall model, corrected with non-slip coefficient ( ) introduced by Borodich [20,21]. Let Fadh1 be the adhesion force of one asperity and n be the number of asperities in contact.…”
Section: Adhesion Forcementioning
confidence: 99%