1998
DOI: 10.1163/156856198x00452
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Techniques and considerations for nanoindentation measurements of polymer thin film constitutive properties

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Cited by 54 publications
(40 citation statements)
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“…The unloading load-displacement data thus obtained were used to determine the elastic modulus based on classical indentation theory introduced by Boussing (reviewed in Ref. [23]), simplified by Sneddon [24], and generalized by Pharr et al [25]. According to this theory, a material experiences elastic recovery during the first 25% of the unloading portion of the loaddisplacement curve.…”
Section: Nanomechanical Testingmentioning
confidence: 99%
“…The unloading load-displacement data thus obtained were used to determine the elastic modulus based on classical indentation theory introduced by Boussing (reviewed in Ref. [23]), simplified by Sneddon [24], and generalized by Pharr et al [25]. According to this theory, a material experiences elastic recovery during the first 25% of the unloading portion of the loaddisplacement curve.…”
Section: Nanomechanical Testingmentioning
confidence: 99%
“…2(c)]. The unloading data are used to determine the mechanical properties based on classical indentation theory introduced by Boussinesq, 15 simplified by Sneddon, 16 and generalized by Pharr et al 17 According to this theory, a material experiences elastic recovery during the first 25% of the unloading phase of the load-unload curve. The slope (dP/dh) where P is the load and h is the indentation displacement, is used to determine the stiffness S of the material, from which the reduced elastic modulus is determined using Equations (1) and (2) as follows: …”
Section: Nanoindentation Of the Ultrasectioned Samplesmentioning
confidence: 99%
“…This geometrical confinement is especially characterized by a high level of hydrostatic pressure, which some materials such as polymers are known to be sensitive to. As a matter of fact, some recent nanoindentation experiments using polymer coatings and pyramidal or conical indenters show that, when the indentation depth becomes of the order of magnitude of the film thickness, the above mentioned indentation models can provide erroneous [8] or unexpectedly high values of the layer Young's modulus [9]. The question thus arises to establish whether such results are the consequence of some limitations of the models under confined contacts situations or they are hydrostatic pressure effects, as it is argued in references [8][9][10][11].…”
Section: Introductionmentioning
confidence: 99%