Geoscience Reference
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geo-technical parameters 1-D Slope stability model was used to prepare land-
slide susceptibility maps under dry, semi-saturated and saturated condition.
The range of cohesion and friction angle of different soil was adopted from
Foundation of Engineering Geology (Waltham 2002 ) for the analysis of slope
stability. Similarly, saturated soil density of rock was adopted from the
￿
eld
experiences done by Deoja et al. (Mountain Risk Engineering Handbook 1991 )
and Speci
c Yield from Basic Ground-water Hydrology (Ralph C. Heath).
The values of the Safety factors were calculated dividing the value of shear
stress
￿
by the value of Shear strength
s ¼ r 1 r 3
2
sin
2
a
ðÞ ¼ r n tan u þ
C
.
The angle that fractures (
ʱ
) should theoretically make with the greatest principal
￿
axis is:
a ¼
45
u=
2
:
ð 1 : 7 Þ
Landslide susceptibility map of the Shivkhola watershed was prepared using
remotely-sensed data,
￿
field surveys and GIS tools applying Analytical Hierarchy
Approach (AHA)/Decision Support System after Saaty ( 1990 , 1994 ), Saaty and
Vargas ( 2001 ) and Yang et al. (2006). In this method, landslide susceptibility
index (LSI) value for each pixel was computed by summation of each factor
s
weight multiplied by class weight (or rating) of each referred factor which is
expressed as under:
'
X
n
LSI
¼
ð
W i
R i
Þ
ð 1 : 8 Þ
i¼1
where, R i and W i are class weight (rating value) and factor weight.
Accuracy assessment of landslide hazard map was being performed after
Congalton ( 1991 ).
￿
Landslide hazard risk map of the Shivkhola Watershed was made with the help
of following equation.
￿
Risk
¼
Hazard
Exposure
:
ð 1 : 9 Þ
Risk exposure was calculated as a combination of three data layers i.e. weighted
land use/land cover, road contributing area and settlement density.
Management proposal to mitigate landslide and also to avoid the landslide was
constructed following Royster (1979), Collison and Bhandari (1988), Valdiya
( 1987 ), Carrara et al. ( 1995 ), Pla (1997), Montgomery et al. ( 1989 ) and Howell
( 2001 ).
￿
 
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