LAUSR

Abstract Closed form solutions for obtaining fundamental properties of viscoelastic materials through indentation assume a semi-infinite indented media. For real sample sizes, proper material characterization requires determining the effect of finite sample dimensions. Available solutions from the literature were used to obtain correction factors for finite sample depth. Since no solutions were available for laterally confined viscoelastic materials, correction factors were developed in this work, assuming null displacement at the confined lateral edges and applying load superposition. Both correction factors were obtained for axisymmetrical samples indented with conical, cylindrical and spherical geometries. Two asphalt binders commonly used in road paving were tested in indentation with spherical geometry at intermediate temperature. Significant correction factors were needed for sample sizes commonly used in penetration testing of bitumens. The effects of sample dimensions resulted in underestimations of 19% and 22% in the creep compliances of each bitumen. Based on the results, minimum sample sizes required to make the boundary conditions effects’ negligible are recommended for common asphalt binders indented at intermediate temperatures.