COEVAL FOLDING AND BOUDINAGE UNDER PLANE STRAIN WITH THE AXIS OF NO CHANGE PERPENDICULAR TO THE LAYER

Plane-strain coaxial deformation of a competent plasticine layer embedded in an incompetent plasticine matrix was carried out to improve our understanding about the evolution of folds and boudins if the layer is oriented perpendicular to the Y-axis of the finite strain ellipsoid. The rock analogues used were Beck's green plasticine (matrix) and Beck's black plasticine (competent layer), both of which are strain-rate softening modelling materials with stress exponent n = ca. 8. The effective viscosity η of the matrix plasticine was changed by adding different amounts of oil to the original plasticine. At a strain rate ė of 10-3 s-1 and a finite strain e of 10%, the effective viscosity of the matrix ranges from 1.2 x 106 to 7.2 x 106 Pa s. The effective viscosity of the competent layer has been determined as 4.2 x 107 Pa s. If the viscosity ratio is large (> ca. 20) and the initial thickness of the competent layer is small, both folds and boudins develop simultaneously. Although the growth rate of the folds seems to be higher than the growth rate of the boudins, the wavelength of both structures is approximately the same as is suggested by analytical solutions. A further unexpected, but characteristic, aspect of the deformed competent layer is a significant increase in thickness, which can be used to distinguish plane-strain folds and boudins from constrictional folds and boudins.