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(b) Log of viscosity (Pa s)
(a) 21 22 23 24
V N 0
V
2
V 20
N Tarim Basi n Tibetan Plateau
V 3 Depth (km) 40
or Indian Plate Asian Continent
Main Boundary 60
V Thrust
1
Tibetan Plateau Indian Plate
80
(c) 70 o 75 o 80 o 85 o 90 o 95 o 100 o 105 o 110 o
o
40 o 40 N
35 o 35 N
o
o
30 o 30 N
o
25 o 25 N
25 MPa
o
o
o
o
o
70 E 75 E 80 E 85 E 90 E 95 E 100 E 105 E 110 E
o
o
o
o
Himalaya Tibet Tarim
(d) India
0
10
20
Depth (km 40 MBT
) 30
70 30 MPa
Figure 10.26 (a,b) Initial conditions and (c,d) results of a finite element model of the Himalayan–Tibetan orogen
(images provided by Y. Yang and M. Liu and modified from Liu & Yang, 2004, by permission of the American Geophysical
Union. Copyright © 2004 American Geophysical Union). The Main Boundary Thrust is simulated by a weak zone that is
adjusted to reflect the degree of mechanical coupling between the Indian plate and the Eurasian continent. Effective
viscosity profiles in (b) correspond to the Tibetan Plateau (dashed line), the Indian plate (thick line), and the rest of the
Eurasian continent (thin line). (c) Shows the predicted stresses at 10 km depth. Each symbol is a lower hemisphere
stereonet projection of the three-dimensional stress state, similar to that used for earthquake focal mechanisms.
(d) Shows variation in predicted stresses with depth. The depth variation is related to the rheological model used in (b).
Scale shown in lower right.