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PDF file - Laboratoire de Géologie de l'Ecole normale supérieure - Ens

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4<br />

SOCQUET ET AL.: GPS MEASUREMENTS TO REFINE INDIA/SUNDA RELATIVE MOTION<br />

permanent Malaysian network acquisitions from 1999 to<br />

2001, the Asia Pacific Regional Geo<strong>de</strong>tic Project<br />

campaigns from 1997 to 2000 [Govind, et al., 1999], the<br />

first or<strong>de</strong>r Thai network measurements in 1994-1996-<br />

2000 and data from Hy<strong>de</strong>rabad GPS station in India<br />

from 1996 to 2000 ⎯ as well as already published data<br />

⎯ GEODYSSEA data [Chamot-Rooke and Le Pichon,<br />

1999; Michel, et al., 2001; Simons, et al., 1999], GPS<br />

campaigns in Sulawesi from 1999 to 2002 [Simons, et<br />

al., 2000; Vigny, et al., 2002; Walpersdorf, et al., 1998;<br />

Walpersdorf, et al., 1998], Myanmar campaigns in 1998<br />

and 2000 [Vigny, et al., 2003], West Nepal network<br />

measurements in 1991-1995-1997-1998-2000 [Bilham,<br />

et al., 1997; Jouanne, et al., 1999; Larson, et al., 1999],<br />

the Kathmandu transect campaigns from 1998 to 2000<br />

[Avouac, et al., 2001; Jouanne, et al., 2004] and data<br />

from 30 IGS stations world wi<strong>de</strong> spread (Fig. 1). The<br />

raw GPS measurements were analyzed in 24-hours daily<br />

solutions with GAMIT [King, 1999].Velocities were<br />

estimated and mapped in ITRF-2000 [Altamimi, et al.,<br />

2002] using GLOBK/GLORG softwares [Herring,<br />

1999]. A slightly different data set (80% common<br />

stations in SE Asia) was also processed in<strong>de</strong>pen<strong>de</strong>ntly<br />

with GIPSY OASIS II software [Blewitt et al., 1988]<br />

and published separately [Simons et al., submitted]. We<br />

combined these data with ours, again using GLOBK.<br />

The GAMIT processing, the combinations, the reference<br />

frame mapping and the error analysis are <strong>de</strong>tailed in the<br />

electronic supplement. Fig. 1 <strong>de</strong>picts the velocity field<br />

we obtain with respect to the Sunda Plate.<br />

4. India / Sunda motion<br />

4.1. India <strong>de</strong>formation and motion<br />

From a geo<strong>de</strong>tic point of view, the Indian plate<br />

remains un<strong>de</strong>formed up to the foothills of the Himalaya.<br />

Actually, and contrary to what one would expect from<br />

simple elastic coupling theories, stations in southern<br />

Nepal hardly show any motion with respect to India.<br />

Baselines lengths between points located in Southern<br />

Nepal (MAHE, NEPA, BHAI and SIMR) and points<br />

located further south in continental India (HYDE and<br />

IISC) vary by less than 2 mm/yr (Table 1, Fig.2). Since<br />

the residuals do not show any systematic trend, we<br />

conclu<strong>de</strong> that these small numbers are representative of<br />

the data uncertainties rather than the actual rate of<br />

<strong>de</strong>formation. [Jouanne, et al., 2004; Larson, et al.,<br />

1999; Paul, et al., 2001] found similar results since their<br />

south Nepalese points move at less than 2 mm/yr with<br />

respect to IISC. We thus consi<strong>de</strong>r in the following that<br />

velocities of South Nepal stations are in<strong>de</strong>ed<br />

representative of the motion of the Indian plate. A new<br />

geo<strong>de</strong>tic rotation pole for the India Plate in ITRF-2000<br />

was thus <strong>de</strong>termined using two Indian stations (IISC and<br />

HYDE) and four southern Nepalese stations (MAHE,<br />

NEPA, BHAI, SIMR) located south of the Main Frontal<br />

Thrust. The Maldives station was not used because we<br />

processed only two sets of measurements separated by<br />

a year interval only, explaining its poor velocity<br />

<strong>de</strong>termination. In any case, Maldives Island is located<br />

into the diffuse zone of <strong>de</strong>formation between India and<br />

Australia. In ITRF-2000, our pole <strong>de</strong>termination for<br />

the Indian Plate is 50.9°N, -12.1°E, 0.486 ± 0.01 °/Myr<br />

(Table 2). The computed error ellipse was constructed<br />

from variance-covariance matrix <strong>de</strong>scribing<br />

uncertainties, linearly propagated from the errors<br />

assigned to the data, following the method <strong>de</strong>scribed<br />

by [DeMets et al., 1994]. Its semi-major axis is<br />

oriented N108° and is 5.11° long and its semi-minor<br />

axis is 0.61° long. The shape of the ellipse (ratio<br />

between long and short axes and ellipse orientation) is<br />

mainly constrained by the geographical distribution of<br />

the stations. Here, the longitudinal uncertainty is larger<br />

because there is a tra<strong>de</strong>-off between the angular speed<br />

and the distance pole / plate. Residual velocities for the<br />

stations used for the pole <strong>de</strong>termination are below 2<br />

mm/yr with an rms of 1.29 mm/yr (Figure 2). In or<strong>de</strong>r<br />

to compare our pole with previous studies, we rotate<br />

our India/ITRF-2000 pole with respect to the Eurasian<br />

Plate <strong>de</strong>fined by [Calais, et al., 2003]. With respect to<br />

Figure 2: GPS velocities in India, Nepal and Western<br />

Myanmar with respect to the Indian Plate. Error<br />

ellipses show the 95% confi<strong>de</strong>nce level. Black arrows<br />

belong to Indian plate. The main tectonic structures are<br />

also represented on the GTOPO-30 sha<strong>de</strong>d topography.<br />

MCB: Myanmar Central Basins. Inset: Vector<br />

components of the residual velocities used for the India<br />

/ ITRF-2000 pole <strong>de</strong>termination. Units are in mm/yr.<br />

Indian stations display residual velocities below 2<br />

mm/yr (circle).

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