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Article Dans Une Revue Rock Mechanics and Rock Engineering Année : 2009

Method for quantification of wear of sheared joint walls based on surface morphology

Résumé

Roughness and wear evolution of three different joint wall surfaces were characterized using surface roughness and surface wear parameters. Parameters were defined by considering the two components of morphology: waviness ("primary" roughness) and surface roughness ("secondary" roughness). Two surface roughness parameters are proposed: joint interface (or single wall) specific surface roughness coefficient SRs (0 <= SRs <= 1) for quantifying the amount of "pure" roughness (or specific roughness), and degree of joint interface (or single wall) relative surface roughness DRr (0 <= DRr <= 0.5). Two further parameters are also proposed in order to quantify the wear of wall surface: joint interface (or single wall) surface wear coefficient Lambda(interface), and the degree of joint interface (or single wall) surface wear D-w(interface). The three test specimens were: man-made granite joints with hammered surfaces, man-made mortar joints with corrugated surfaces, and mortar joints prepared from natural rough and undulated schist joint replicas. Shearing under monotonic and cyclic shearing was performed using a computer-controlled bidirectional and biaxial shear apparatus. Joint surface data were measured using a noncontact laser sensor profilometer prior to and after each shear test. Calculation of specific surface roughness coefficient SRs, and degree of surface wear D-w, indicated that the hammered joint interface with predominant interlocking wears much more (>90%) than the corrugated (27%) and the rough and undulated (23%) joint interfaces having localized interlocking points. The proposed method was also successfully linked to the classical wear theory

Dates et versions

ineris-00963198 , version 1 (21-03-2014)

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Tikou Belem, Mountaka Souley, Françoise Homand. Method for quantification of wear of sheared joint walls based on surface morphology. Rock Mechanics and Rock Engineering, 2009, 42 (6), pp.883-910. ⟨10.1007/s00603-008-0023-z⟩. ⟨ineris-00963198⟩
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