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Riedel Shear

Riedel shear refers to shear zones that consist of two sets of faults initially produced in experiments. Two dominant sets have opposite senses of shear and intersect each other initially at a high angle (Figure 1 and Figure 2). Riedel (1929) first carried out experiments by placing a thin clay layer over two rigid boards. When the two boards are sheared, two en-échelon sets of faults are observed on the overlying clay layer. These two sets incline at an angle to the underlying shear direction, intersect each other at a high angle, and have opposite sense of shear. Riedel shear is commonly believed to be the analog to an early stage of brittle deformation above two rigid basement blocks having strike-slip displacement. The geometry of the Riedel shear is effected by the material property and amount of strain (Katz et al, 2004).

Schematic diagram showing the set up for the Riedel experiments. In many earlier studies, the driving shear was applied at the base by displacing the basal plates in a certain sense. In modern times, more sophistigated driving mechanisms have been employed. From Mandl (1988).Figure 1. Schematic diagram showing the set up for the Riedel experiments. In many earlier studies, the driving shear was applied at the base by displacing the basal plates in a certain sense. In modern times, more sophistigated driving mechanisms have been employed. From Mandl (1988).
Photo of a fault zone with Riedel shear pattern. The small right-lateral faults are gently inclined to the strike of the main fault. The whole zone presents overall right-lateral shear. By M. B. Miller, from http://darkwing.uoregon.edu/~millerm/.Figure 2. Photo of a fault zone with Riedel shear pattern. The small right-lateral faults are gently inclined to the strike of the main fault. The whole zone presents overall right-lateral shear. By M. B. Miller, from http://darkwing.uoregon.edu/~millerm/.
Reference:

Katz, Y., Weinberger, R., Aydin, A., 2004. Geometry and kinematic evolution of Riedel shear structures, Capitol Reef National Park, Utah. Journal of Structural Geology 26: 491–501.

Mandl, G., 1988. Mechanics of tectonic faulting. Elsevier, Newe York, 407p.

Riedel, W., 1929. Zur mechanik geologischer Bruc-herscheinungen. Zentralblatt fuer Minera-logie, Geologie und Palaeontologie 1929B: 354-368.



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