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Article Dans Une Revue Acta Materialia Année : 2003

Determination of plastic properties of metals by instrumented indentation using different sharp indenters

Résumé

Indentation testing is a common method to assess the mechanical properties of materials near their surface. The elasto-plastic properties may be determined from the force penetration curves measured in indentation using inverse methods. In this spirit, Dao et al. [1] (Acta Materialia, 49, 2001) have established a forward and a reverse analysis for engineering metals using the equivalent conical indenter of the Berkovich and the Vickers pyramids, which has an included angle θ of 70.3°. Extending Dao's approach, we studied, based on a finite element analysis on elasto-plastic materials, the influence of the included angle of conical indenters (θ=70.3, 60, 50 and 42.3°) and the friction coefficient on the force penetration curves. Based on this analysis, we suggest a more general method for determining the plastic properties of metals. The mechanical behaviour is modeled with the Young's modulus, E, the yield strength, σy, and the strain hardening exponent, n. We have shown that friction has a significant effect on the normal force measured on tips having included angles lower or equal to 50°. We have constructed, for each indenter geometry, a dimensionless function relating the characteristic parameters of the loading curve in indentation to the elasto-plastic parameters of metals. These functions have been generalized for any included angle. We show that the use of a second indenter with an included angle lower than θ=70.3° allows us to determine the strain hardening exponent with greater accuracy. Moreover, the sharper the indenter, the better the accuracy.

Domaines

Matériaux

Dates et versions

hal-00613073 , version 1 (02-08-2011)

Identifiants

Citer

Jean-Luc Bucaille, S. Stauss, Eric Felder, Johann Michler. Determination of plastic properties of metals by instrumented indentation using different sharp indenters. Acta Materialia, 2003, 51 (6), pp.Pages 1663-1678. ⟨10.1016/S1359-6454(02)00568-2⟩. ⟨hal-00613073⟩
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