Abstract:
In this thesis, it was investigated how topography and density heterogeneities
interact with the lithosphere in order to produce the observable lithospheric deformation.
This is obtained from a global CRUST2.0 model providing the elevation and lateral density
contrast as a function of depth. It was further estimated the contribution of the GPE and the
lithospheric deviatoric stress field for Indo-Eurasia collision zone and executed a qualitative
comparison of these reckoned deviatoric stresses with the GPS velocity derived strain rate
field and seismo-tectonic stress. Such a comparison shows that, the deviatoric stress field
generated by the buoyancy sources within the lithosphere is able to provide a good match to
the strain rate observation and seismo-tectonics stress in the study region i.e. Indo-Eurasian
collision zone and Shillong plateau region.
In Indo-Eurasian collision zone, the high compressive deviatoric stress field arising
north of Indo-Gangetic Plains (IGP) along the Himalayan arc seems to be associated with
crustal heterogeneities. The small scale clusters of moderately high stress gradients seem to
be positionally correlated with the regions where the ridges such as the Delhi Hardwar
Ridge (DHR) and Faizabad Ridge (FZR) and Monghyr-Saharsa Ridge (MSR) transgress
transversely the Himalayan arc. The seismo-tectonic of the Indo-Eurasian collision zone is
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also influenced by crustal flow peripheral to EHS region. Such crustal flows are
authentically delineated by Magneto-Telluric (MT) studies. The integrated study of
deviatoric stress governing seismo-tectonic stress coupled with GPS derived strain rate
allows us to infer that the total stress field around the EHS, which can broadly be viewed as
a localized ductile flow at mid-crustal depth superposed on the topographically induced
deviatoric stress field. This is also found in the case of the Indo-Eurasian collision zone, the
ridge-push force, which has been invoked as the sole mechanism behind the present stability
of the Tibetan Plateau. This force is unable to cancel out the large deviatoric N-S tension at
the Tibetan Plateau that is generated from deviatoric stress due to high GPE.
In the Shillong Plateau region, the stress tensor inversion from focal mechanism
solution yields consistent results with the deviatoric stress associated from GPE. It is
observed that the western part of the plateau has a NNW compression while the eastern part
possesses NNE compression. GPE associated deviatoric stress has also brought clear
picture on the stress field of the Shillong plateau, which is found to vary from its western
edge to eastern edge due to higher topography and density heterogeneities. After examining
the first and second order stress contributors in this region, it is also ascertained that the
Himalayan back thrust and GPE stresses collectively govern the stress pattern in the
Shillong plateau region.
Understanding GPE derived deviatoric stresses in Indo-Eurasian collision zone is
vital in assessing the stress distribution and occurrence probability of the large earthquakes
in these critically stressed regions. Away from the Himalaya, in Indonesia and Japan
subduction region, following major earthquakes, the Coulomb stress changes, persisting
transient stresses, spatio-temporal seismic pattern in turn hasten/retard the impending
earthquake at critically stressed faults and thus increasing the level of seismic risk in
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subduction zones such as the eastern coast of northern Japan and Indonesia region.
Nevertheless, the co and postseismic viscoelastic relaxation processes have far reaching
consequences in influencing the impending earthquakes in the Himalaya region as well. It
is enigmatic that the tectonic forces cause the earthquakes and occurrence of these
earthquakes in different tectonic scenarios in turn provides understanding on first and
second order tectonic forces. The stress in the lithosphere also plays an important role in
understanding various geophysical events such as plate driving mechanism, energy budget
of the earth and earthquake mechanism. The accumulated stress not only gets released by
earthquake process but also gets redistributed. Pertaining to this aspect, I have studied
coseismic and postseismic deformation processes following the Indian Ocean and TohokuOki earthquakes as these studies provide stress perturbations and their manifestations on
aftershocks activity and subsequent earthquakes.
The coseismic deformation and Coulomb stress changes have been studied for the
Indian Ocean doublet earthquake possessing almost the same moment magnitude Mw 8.6
and 8.2 respectively. Due to these earthquakes the Coulomb stress has increased by ~ 0.5
MPa and decreased by ~ 0.4 MPa. In the Indian Ocean earthquake region, three clusters of
aftershocks have been observed, in which two of them occurring within the rupture zone
and third one away from the rupture. It is surmised that two aftershock clusters observed in
earthquake ruptured zone may be due to the response of relatively large Coulomb stress
change, while another cluster away from the rupture is probably due to remotely triggered
events, which may occur in the weak zone or already stressed zone. The seismic waves from
a large distant earthquake is capable of changing the conductivity and pore fluid pressure in
the earth’s crust, which in turn perturb hydrothermal system and redistribute pore pressure.
The increased seismic activity is governed by hydro-thermal coupling linked to the above
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mentioned poroelastic effects. Such triggered events are generally characterized by a
relatively small magnitude.
In case of the Tohoku-Oki earthquake, there is a notable clustering of aftershocks
near the edges of the main rupture suggesting that these events are triggered by the
redistribution of stress following the mainshock. The study of the aftershock events showed
that 60 % of all events have occurred in Coulomb stress increased region. It is important to
affirm that Coulomb stress changes caused the aftershocks. At the northern end it is not
clear that the portion of the fault is freely slipping without generating earthquakes or locked
and building up strain to cause another earthquake. On the other hand at the southern end,
the increase in the Coulomb stress either hastens slow slip events if the region is conducive
for such silent earthquakes or decreases the seismic risk; else under the circumstances of no
slipping leading to another earthquake e.g. Nias earthquake occurred in 2005 following the
2004 Sumatra earthquake.
Following an earthquake the postseismic relaxation takes place by various relaxation
mechanisms such as afterslip below the seismic rupture, viscoelastic relaxation in the upper
mantle and poroelastic relaxation close to the rupture zone etc. most likely concurrently
taking place, each process with its own distinct spatio-temporal characteristics. For nearfield as well as for far-field, the direction of all postseismic displacement vectors is similar
to that of the coseismic offsets. Such postseismic deformation suggests that the stress
relaxation is taking place by afterslip mechanism which is quite common for large
earthquakes in subduction zones.
My studies pertaining to crustal deformation due to ambient or/and monotonically
varying lithospheric stress caused by various tectonic driving forces with geological time
scales in the back drop of stress perturbations caused by intermittent co and postseismic
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phases of earthquakes from the GPS measurement helped in advancement of knowledge
with following main implications; (i) The topographic related stress is imperative in
evaluating the probability of the earthquake occurrences in the critically stressed regions (ii)
superposed on the Coulomb stress change, the spatio-temporal transient stress may promote
the occurrence of the subsequent earthquakes and increase the seismic hazard in the region.
For the quantitative estimations of regional and local tectonic stress fields and
deformation in the crust, numerical method is a very powerful tool, which permits the
modeling of the various structures and deformation on full scale and is able to compute
stress/strain values over a long period of time, using various constitutive laws pertaining to
rheology. The numerical simulations are finally compared with the recorded
microseismicity, focal mechanism solutions, active faulting and GPS measurement in the
seismic active region which can provide a better understanding of the present-day regional
stress field.