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Hertz model or Oliver & Pharr analysis? Tutorial regarding AFM nanoindentation experiments on biological samples
by
Malamou, A
, Kontomaris, S V
in
AFM nanoindentation
/ Biological properties
/ Data processing
/ dependence of the used model
/ Hertz model
/ mechanical properties
/ Mechanics (physics)
/ Modulus of elasticity
/ Nanoindentation
/ Oliver & Pharr analysis
2020
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Hertz model or Oliver & Pharr analysis? Tutorial regarding AFM nanoindentation experiments on biological samples
by
Malamou, A
, Kontomaris, S V
in
AFM nanoindentation
/ Biological properties
/ Data processing
/ dependence of the used model
/ Hertz model
/ mechanical properties
/ Mechanics (physics)
/ Modulus of elasticity
/ Nanoindentation
/ Oliver & Pharr analysis
2020
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Do you wish to request the book?
Hertz model or Oliver & Pharr analysis? Tutorial regarding AFM nanoindentation experiments on biological samples
by
Malamou, A
, Kontomaris, S V
in
AFM nanoindentation
/ Biological properties
/ Data processing
/ dependence of the used model
/ Hertz model
/ mechanical properties
/ Mechanics (physics)
/ Modulus of elasticity
/ Nanoindentation
/ Oliver & Pharr analysis
2020
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Hertz model or Oliver & Pharr analysis? Tutorial regarding AFM nanoindentation experiments on biological samples
Journal Article
Hertz model or Oliver & Pharr analysis? Tutorial regarding AFM nanoindentation experiments on biological samples
2020
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Overview
The data processing regarding AFM nanoindentation experiments on biological samples relies on the basic contact mechanics models like the Hertz model and the Oliver & Pharr analysis. Despite the fact that the two aforementioned techniques are assumed to provide equivalent results since they are based on the same underlying theory of contact mechanics, significant differences regarding the Young's modulus calculation even on the same tested sample have been presented in the literature. The differences can be even greater than 30% depending on the used model. In addition, when the Oliver & Pharr analysis is used, a systematic greater Young's modulus value is always calculated compared to the Hertzian analysis. In this paper, the two techniques are briefly described and two possible reasons that accurately explain the observed differences in the calculated value of the Young's modulus are presented.
Publisher
IOP Publishing
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