Article,

Geodynamics of the Tarim Basin and the Tian Shan in central Asia

, and .
TECTONICS, 16 (4): 571--584 (1997)

Abstract

The India-Asia collision has caused crustal thickening in Tibet by at least a factor of 2. In the last 20&\#8211;30 Myr of this collision the Tian Shan mountain range has also been reactivated. The Tarim Basin, however, shows little internal deformation. We describe a series of numerical experiments which constrain the effective lithospheric strength parameters of the Tarim Basin and the Tian Shan in the context of a thin viscous sheet model. We use a finite element representation of the thin viscous sheet model to approximate the deformation field in the India-Asia collision and compare model crustal thickness distributions with that inferred from a local isostatic model of topography. The experiments show that a strong Tarim Basin, while undergoing little internal deformation, transfers strain to the Tian Shan, producing significant crustal thickening in the Tian Shan region. Based only on diagnostic parameters such as the maximum thickening in the Tian Shan and the minimum in the Tarim Basin, the principal features of the topography can be approximately reproduced using models in which either the Tarim Basin is strong, or the Tian Shan is weak, or both. For a rheological model in which the stress versus strain-rate exponent is n = 3 the strength coefficient for the strong Tarim Basin model, V Tarim is between about 1.7 and 2. For the weak Tian Shan model the relative strength coefficient V Tian is between about 0.65 and 0.75. If both strong Tarim and weak Tian Shan are included, there is a trade-off between the required values of V Tarim and V Tian and the shape of the predicted crustal thickness profiles better matches the observed profiles. The steep topographic slope on the southern margin of the Tarim Basin requires that it is anomalously strong, while the rapid decrease of topographic height to the north of the Tian Shan requires that it is anomalously weak. Similar conclusions are obtained with a rheological model based on n = 10. Simplified rheological models of the lithosphere show that the variations in lithospheric strength may be explained by changes to the Mono temperature of the order of 10∞to 30∞C.

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