specimen geometry and aggregate size effects in uniaxial

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SPECIMEN GEOMETRY AND AGGREGATE SIZE EFFECTS IN UNIAXIAL COMPRESSION
AND CONSTANT HEIGHT SHEAR TESTS
Witczak, M.W.;Bonaquist, R.;Von Quintus, H.;Kaloush, K.
Abstract
This study was conducted as an important subtask work effort within the National Cooperative Highway
Research Program (NCHRP). The study objective was to determine, using specimens fabricated in the
Superpave Gyratory Compactor, the minimum test specimen dimensions that provide measured responses
and material properties that are independent of the test specimen size and aggregate size. The work was
carried out in two parallel experiments addressing specimen size and geometry effects in uniaxial
compression and constant height shear tests. Both experiments were designed as full factorials using
nominal aggregate size, aspect ratio, and diameters the controlled variables and included mixtures with
nominal aggregate sizes of 12.5, 19, and 37.5-mm. Several parameters from two tests: complex modulus
and repeated load permanent deformation were used to evaluate specimen geometry and aggregate size
effects. The complex modulus tests were used to evaluate these effects for low strain responses, while the
permanent deformation tests were used to evaluate these effects for large strain measurements. The full
factorial experiments were analyzed using analysis of variance to determine the significance of the effects
of specimen dimensions on the measured material properties. Additionally, graphical analyses were
performed to investigate the rationality of the observed effects and to aid in establishing the limiting
specimen dimensions, which the material properties are independent of specimen dimensions. An analysis
test variance was conducted for critical parameters. The variability and statistical results were then
combined to arrive at minimum recommended sample sizes. For uniaxial compression tests, the study
concluded that a sample size of 100-mm in diameter and 150-mm in height is adequate to accurately
characterize fundamental dynamic modulus and permanent deformation responses.
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