2012
DOI: 10.1007/s11771-012-1125-z
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Finite element and experimental analysis of Vickers indentation testing on Al2O3 with diamond-like carbon coating

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Cited by 7 publications
(4 citation statements)
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“…Casals and Forest [128] investigated the anisotropy in the contact response of FCC and HCP (hexagonal closest-packed) single crystal via simulating spherical indentation experiments of bulk Subsequently, FEM nanoindentation simulation of thin films [107][108][109][110], stress distribution [111][112][113], hardness [114][115][116], friction effects [109,117], brittle cracking behaviour [118][119][120] and coatings [121,122] were extensively developed.…”
Section: Crystal Plasticity Fem Simulationmentioning
confidence: 99%
“…Casals and Forest [128] investigated the anisotropy in the contact response of FCC and HCP (hexagonal closest-packed) single crystal via simulating spherical indentation experiments of bulk Subsequently, FEM nanoindentation simulation of thin films [107][108][109][110], stress distribution [111][112][113], hardness [114][115][116], friction effects [109,117], brittle cracking behaviour [118][119][120] and coatings [121,122] were extensively developed.…”
Section: Crystal Plasticity Fem Simulationmentioning
confidence: 99%
“…The hardness test also allows us to evaluate the reduced Young’s modulus of the material tested according to the contact area and the measured unloading compliance: E=1βπ2C1A,where A is the contact area (mm 2 ), C (mm·N −1 ) is the compliance, β is a correction factor which depends on the indenter’s geometry, where β varies in the range 1.01–1.07 for Vickers indenter [9,11].…”
Section: Theoretical Backgroundmentioning
confidence: 99%
“…Another characteristic of load-unload curves is determination of uniaxial mechanical properties, such as yield stress and the strain hardening exponent n [9,25]. Johnson [26] found that hardness of ductile elastic-plastic materials is expressed by: ϕ=Eσrtanα,where E (MPa) is Young’s modulus of the material, α (rad) is the angle of inclination of the face of the indenter to the surface of specimen and σ r (MPa) is the representative stress associated to the representative plastic strain ε r [26]: εr=tanα5.…”
Section: Theoretical Backgroundmentioning
confidence: 99%
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