2004
DOI: 10.1016/j.matchar.2004.06.007
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Influence of sintering temperatures on hardness and Young's modulus of tricalcium phosphate bioceramic by nanoindentation technique

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Cited by 103 publications
(54 citation statements)
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“…These authors wrote that to obtain higher value for the elastic modulus, the -TCP phase has been eliminated by conversion of -TCP into β-TCP by dissolution of -TCP powder in the flux and recrystallisation of β-TCP single crystals. In addition, Viswanath et al [37] added that the elastic modulus value of single crystal β-TCP is, at least, six times more that the elastic modulus of polycrystalline material reported by Wang et al [38] or Metsger et al [39]. For Viswanath et al [37], the large difference obtained between single crystal and polycrystalline material is attributed to the defect-free nature of the miniature single crystal which can also explained the result obtained in the present work.…”
Section: Instrumented Spherical Indentationsupporting
confidence: 78%
“…These authors wrote that to obtain higher value for the elastic modulus, the -TCP phase has been eliminated by conversion of -TCP into β-TCP by dissolution of -TCP powder in the flux and recrystallisation of β-TCP single crystals. In addition, Viswanath et al [37] added that the elastic modulus value of single crystal β-TCP is, at least, six times more that the elastic modulus of polycrystalline material reported by Wang et al [38] or Metsger et al [39]. For Viswanath et al [37], the large difference obtained between single crystal and polycrystalline material is attributed to the defect-free nature of the miniature single crystal which can also explained the result obtained in the present work.…”
Section: Instrumented Spherical Indentationsupporting
confidence: 78%
“…The elastic modulus of β-TCP was taken from Wang et al 56 where the elastic modulus of sintered β-TCP was evaluated at different sintering temperatures. The average modulus at the lowest sintering temperature was chosen for this study, with a value of 24.6GPa.This gives a linear elastic composite modulus E RoM = 277 x 0.75 + 24.6x10 3 x 0.25 = 6.36GPa; this was then assigned homogeneously to the strut geometries, with ν = 0.3 as before.…”
Section: Rom Modelsmentioning
confidence: 99%
“…5) Thus, in the case of high capacitance MLCC with very thin BaTiO3 dielectric layer below 2 μm, these applied loads are comparatively too large to measure its mechanical property within the dielectric thin layer. Since nanoindentation technique can, unlike the Vickers method, measure mechanical properties in very small areas under very low loads, 6)-9) it is an important tool in understanding mechanical property in thin film, composite materials and layered materials.…”
Section: Introductionmentioning
confidence: 99%