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Seepage Characteristics of Homogeneous and Non-homogeneous Earthen Dam by FEM

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From the safety point of view the consideration of seepage through the earthen dam is very important factor in geotechnical engineering. There are many important terms and many important things related to this structure. The sluggish pass of water through small porous materials is seepage. On the other hand, failure of dams occurs when the passing rate of seepage is out of control. The main target of this paper is to show the comparison of seepage flow through homogeneous and non-homogeneous earthen dam by Finite Element Method (FEM). For this analysis, a sub program of Geo studio, SEEP/W [12], has been applied. All the program is performed both for the homogeneous and non-homogeneous earthen dam. For this purpose, some other materials are also used such as silty clay, clay with blanket filter, horizontal filter, toe combined with horizontal drains, rock toe, internal clay, transition filter. After completing this analysis, it is possible to measure the amount of water passing through the seepage for both conditions in pervious and impervious at the homogenous and non-homogeneous earthen dam. It is clearly observed that there is a difference between homogeneous and non-homogeneous earth dams.
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Seepage Characteristics of Homogeneous and Non-homogeneous Earthen
Dam by FEM
Shah Alam1, Miraz Ahamed2*, Mahmud Hasan3
1Jr. Structural Engineer, Design Alliance Ltd., Dhaka, Bangladesh
2,3Lecturer, Department of Civil Engineering, Rajshahi University of Engineering & Technology,
Dhaka, Bangladesh
*Corresponding Author: maruet004@gmail.com
ABSTRACT
From the safety point of view the
consideration of seepage through the earthen
dam is very important factor in geotechnical
engineering. There are many important terms
and many important things related to this
structure. The sluggish pass of water through
small porous materials is seepage. On the
other hand, failure of dams occurs when the
passing rate of seepage is out of control. The
main target of this paper is to show the
comparison of seepage flow through
homogeneous and non-homogeneous earthen
dam by Finite Element Method (FEM). For
this analysis, a sub program of Geo studio,
SEEP/W [12], has been applied. All the
program is performed both for the
homogeneous and non-homogeneous earthen
dam. For this purpose, some other materials
are also used such as silty clay, clay with
blanket filter, horizontal filter, toe combined
with horizontal drains, rock toe, internal clay,
transition filter. After completing this
analysis, it is possible to measure the amount
of water passing through the seepage for both
conditions in pervious and impervious at the
homogenous and non-homogeneous earthen
dam. It is clearly observed that there is a
difference between homogeneous and non-
homogeneous earth dams.
Keywords-- Blanket filter, Earthen dam, FEM,
Horizontal filter, Internal clay core, Transitional
filter, Rock toe
INTRODUCTION
The dam is such a type of hydraulic
structure that is built crosswise to the flow of
water to store water. At the time of drought, this
store water is so much important for agricultural
land for producing crops. The dam is also used
to protect the valuable structure, materials,
humans, and animals from the adverse effect of
inundation. So, Dam failure is one of the most
important topics nowadays. Dam failure is not a
new incident. All of the countries in the world
more or less face such a destructive failure.
When extremely permeable holes are created
into a dam, seeping of liquid may begin at an
extensive rate. This failure occurs in both
homogeneous and non-homogeneous dams.
Currently, Sazzad and Islam analyzed different
types of seepage control measures of earth dam
by FEM for a homogeneous earth dam. In this
paper, a comparison between the homogeneous
and non-homogeneous seepage control measures
is studied. The main intentions of this paper are:
1. To discuss the various characteristics of a
homogeneous and non-homogeneous earth
dam.
2. To find out variations of pore-water
pressure, velocity, and gradient with respect
to distance.
3. To apply various filter media (i.e.
horizontal filter, blanket filter, a transition
filter, rock toe, etc.).
4. To check the variations by changing
materials properties.
5. To take the necessary steps to control the
dam failure by seepage.
METHODOLOGY
Numerical model
In this analysis, SEEP/W (12), a sub
program of geo studio, was applied for
numerical modeling and the finite Element
Method (FEM) is used in essential cases. In this
analysis, many filter media is also utilized. In
this paper, the size of the dam [1-4 and 6-7] was
taken as the same in elevation (m) and length
(m). In 5 no. dam, its elevation (m) is larger than
the others dam but length (m) is the same. The
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inclination angle of the dam face is 30.96° with
the axis of horizontal: vertical = 10:6 for both
faces of upstream and downstream. For
analyzing this, there did not vary the angle (i.e.
angle of the slope are keeping similar). Silty clay
is used in all the dams. But in the foundation of
the dam, there were alternately used silty clay
and clay. In Fig. 1, there was no filter. In Fig. 2,
there was a horizontal blanket filter. In this
horizontal blanket filter, fine sand is applied in
the upper layer and coarse sand is applied at the
lower layer. In Fig. 3, a horizontal filter is
applied. In Fig. 4, there was used a rock toe
combined with horizontals drains. In Fig. 5,
there were used four types of materials in four-
layer at the downstream side. In Fig. 6, there
were used different types of shapes of clay core
(such as rectangular, parallelogram, inclined). In
dam 7, there was used a transitional filter. To
determine the seep variation of the
characteristics of homogeneous and non-
homogeneous earth dam, the flow of water was
kept constant and this constant water level was
above 5m from the base of the dam.
Material properties
At the downstream side of the dam
body, the potential seepage face is considered.
For avoiding difficulties only saturated condition
is taken into account. Other conditions are not
taken into consideration. Different types of
materials which are applied in the dam are given
the Table 1 and the coefficient of permeability of
this material is shown in Table 2.
Table 1: Different types of materials used in the dam.
Elements name
Figure no.
Materials name
Dam body
1 to 7
Silty clay
Foundation of dam
1 to 7
Alternately silty clay and clay
Horizontal blanket filter
2
Fine sand and coarse sand separately
Horizontal filter
3
Coarse sand
Rock toe combined with
horizontal drains
4
Coarse sand
Rock toe
5
Fine sand, coarse sand, gravel and impervious rock
Internal clay core
6
clay
Transition filter
7
Coarse sand
Table 2: Coefficient of permeability of various materials used in the analysis.
Materials
Coefficient of permeability, k (m/sec)
Silty clay
  
clay
  
Fine sand
  
Coarse sand
  
Gravel
 
Impervious Rock
 
Figure 1: Geometric model of an earth dam.
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Figure 2: Geometric model of earth dam with horizontal blanket filter.
Figure 3: Geometric model of earth dam with horizontal filter.
Figure 4: Geometric model of earth dam with rock toe combined with horizontal drains.
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(a)
(b)
Figure 5: Geometric model of earth dam with an arrangement of rock toe: (a) vertical layer; (b)
inclined layer (with an angle of 60
).
(a)
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(b)
(c)
(d)
Figure 6: Geometric model of earth dam with an arrangement of internal clay core: (a) rectangular
clay core; (b) trapezoidal clay core: (c) parallelogram shaped clay core (angle of inclination arm
140
); (d) parallelogram shaped clay core (angle of inclination arm = 40
).
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(a)
(b)
Figure 7: Geometric model of earth dam with an arrangement of transition filter: (a) full transition
filter over the clay core; (b) partial transition filter over the clay core.
RESULTS AND DISCUSSIONS
Earth dam without any filter media
An earthen dam is shown in Fig. 1
where the dam body consists of a single
material. For homogeneous earthen dam, silty
clay is used both in the earthen dam and in the
foundation, and for the non-homogeneous
earthen dam is contained silty clay but the
foundation is contained clay. From this, when
considering homogeneous conditions, pore-
water pressure is decreased compared to pore-
water pressure in the non-homogeneous earthen
dam with respect to distance. But starting and
ending point of seep is same. A silty clay is more
permeable compared to clay. Clay is less
permeable. In most cases clay is impermeable.
As a result, the velocity of flow is more in a
homogeneous dam, and in a non-homogeneous
dam, flow is approximately linear with respect to
distance. In homogeneous earthen dam, the
gradient is increased at the beginning compared
to the non-homogeneous earth dam but at the
critical section, velocity is decreased and the
gradient is also decreased compared to a non-
homogeneous earthen dam. At the downstream
point both for a homogeneous and non-
homogeneous earthen dam, gradient meets at a
certain point.
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(a)
(b)
(c)
Figure 8: Relationship between distance and flow parameters: (a) pore-water pressure vs. distance;
(b) velocity vs. distance; (c) gradient vs. distance.
0.00E+00
1.00E-06
2.00E-06
3.00E-06
4.00E-06
5.00E-06
6.00E-06
7.00E-06
8.00E-06
9.00E-06
0 5 10 15 20 25 30
velocity (m/sec)
Distance (m)
homogeneous non-homogeneous
-0.1
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0 5 10 15 20 25 30
Gradient
Distance (m)
homogeneous non-homogeneous
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Effect of horizontal blanket filter
When the filter is used in an earthen
dam in Fig. 2, the seepage line is pushed down.
It is produced a parabolic shape just near its
junction. It is observed that pore water pressure
in a homogeneous and non-homogeneous
earthen dam is slightly different before 15m.
After crossing the 15m both dams shows a linear
line. But the velocity of liquid passing through
both dams is quite different. The velocity of
seepage flow is increased in the homogeneous
dam as silty clay is used both in earthen dam and
foundation. It is proved that a horizontal blanket
filter is a factor which is controlled the pore
water pressure in a dam body.
(a)
(b)
0
10
20
30
40
50
60
0 5 10 15 20 25 30
pore-water pressure (kpa)
Distance (m)
homogeneous non-homogeneous
0.00E+00
1.00E-06
2.00E-06
3.00E-06
4.00E-06
5.00E-06
6.00E-06
7.00E-06
0 5 10 15 20 25 30
velocity (m/sec)
Distance (m)
homogeneous non-homogeneous
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(c)
Figure 9: Relationship between distance and flow parameters when horizontal blanket filter is
applied: (a) pore water pressure vs. distance; (b) velocity vs. distance; (c) gradient vs. distance.
Effect of horizontal filter
The horizontal filter is used in the
downstream side of an earthen dam shown in
Fig. 3 and consists of a comparatively higher
coefficient of permeability materials. In a
horizontal filter, the liquid is passed through a
specified path. In a homogeneous earthen dam as
well as a non-homogeneous earth dam, pore
water pressure is formed a parabolic shape
before meeting at the junction. Water passing
through seep is maximum in the homogeneous
earthen dam. As a result, velocity is also
maximum in the homogeneous dam compared to
the non-homogeneous dam. In both, the dam
condition gradient is increased. But after a
certain point, it falls down quickly.
(a)
-0.1
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0 5 10 15 20 25 30
Gradient
Distance (m)
homogeneous non-homogeneous
0
10
20
30
40
50
60
0 5 10 15 20 25 30
pore-water pressure (kpa)
Distance (m)
homogeneous non-homogeneous
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(b)
(c)
Figure 10: Relationship between distance and flow parameters when horizontal filter is applied: (a)
pore water pressure vs. distance; (b) velocity vs. distance; (c) gradient vs. distance.
Effect of horizontal filter combined with rock
toe
Horizontal filter combined with rock toe
is shown in Fig. 4. A horizontal filter is applied
combined with rock toe to prevent seepage
failure. In the previous section, the horizontal
filter is analyzed alone. By using a horizontal
filter combined with rock toe, pore water
pressure is not differed more both for the
homogeneous and non-homogeneous earthen
dam. But the velocity of flow is more in a
homogeneous earthen dam compared to a non-
homogeneous earthen dam. The gradient is also
changed simultaneously in both dams.
0.00E+00
1.00E-06
2.00E-06
3.00E-06
4.00E-06
5.00E-06
6.00E-06
7.00E-06
8.00E-06
0 5 10 15 20 25 30
velocity (m/sec)
Distance (m)
homogeneous non-homogeneous
-0.1
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0.8
0.9
0 5 10 15 20 25 30
gradient
Distance(m)
homogeneous non-homogeneous
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(a)
(b)
(c)
Figure 11: Relationship between distance and flow parameters when horizontal filter combined with
rock toe is applied: (a) pore water pressure vs. distance; (b) velocity vs. distance; (c) gradient vs.
distance.
0
10
20
30
40
50
60
0 5 10 15 20 25 30
pore-water pressure (kpa)
Distance (m)
homogeneous non-homogeneous
0.00E+00
1.00E-06
2.00E-06
3.00E-06
4.00E-06
5.00E-06
6.00E-06
7.00E-06
0 5 10 15 20 25 30
velocity (m/sec)
Distance (m)
homogeneous non-homogeneous
-0.1
0
0.1
0.2
0.3
0.4
0.5
0.6
0.7
0 5 10 15 20 25 30
gradient
Distance(m)
homogeneous non-homogeneous
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Effect of rock toe
Rock toe consists of different types of
layers as shown in Fig. 5. Different types of
materials are used in different layers (such as
fine sand, coarse sand, gravel). According to
their permeability, the flow parameters are
changed. In the homogeneous earthen dam, pore
water pressure is decreased. But the rate of
decrease is more in a non-homogeneous earth
dam. In non-homogeneous earth dam clay is
applied to the foundation. For this the flow
velocity is less in a non-homogeneous earth
dam. Flow velocity is high in the homogeneous
dam. As water flows through the dam body as
well as foundation. The gradient is also changed
abruptly both in the homogeneous and non-
homogeneous earth dam.
(a)
(b)
0
10
20
30
40
50
60
0 5 10 15 20 25 30
pore-water pressure (kpa)
Distance (m)
homogeneous non-homogeneous homogeneous non-homogeneous
0.00E+00
2.00E-06
4.00E-06
6.00E-06
8.00E-06
1.00E-05
1.20E-05
0 5 10 15 20 25 30
velocity (m/sec)
Distance (m)
homogeneous non-homogeneous homogeneous non-homogeneous
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(c)
Figure 12: Relationship between distance and flow parameters when rock toe is applied: (a) pore
water pressure vs. distance; (b) velocity vs. distance; (c) gradient vs. distance.
Effect of internal clay core
When an internal clay core is applied in
an earthen dam shown in Fig. 6 and it is carried
approximately impermeable clay, their variation
of liquid flow parameters is noticeable. In the
homogeneous earthen dam, pore water pressure
is decreased from upstream to downstream and
the flow rate of velocity of water is higher
compared to a non-homogeneous dam. Because,
in the homogeneous dam, both earth dam and
foundation is used silty clay. There is no abrupt
change. The gradient also is changed slowly.
But, the non-homogeneous dam, contained silty
clay as a dam body and clay in the foundation as
well as in the internal clay core. For this reason,
at the beginning pore water pressure is changed
linearly up to a certain point and then changed
abruptly for the internal clay core. Then, the
flow is linear. The gradient also changed
suddenly in a non-homogeneous earthen dam
because of the internal clay core.
(a)
-0.1
0
0.1
0.2
0.3
0.4
0.5
0.6
0 5 10 15 20 25 30
Gradient
Distance (m)
homogeneous non-homogeneous homogeneous non-homogeneous
0
10
20
30
40
50
60
0 5 10 15 20 25 30
pore-water pressure (kpa)
Distance (m)
homogeneous non-homgeneous homogeneous non-homogeneous
homogeneous non-homogeneous homogeneous non-homogeneous
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(b)
(c)
Figure 13: Relationship between distance and flow parameters when internal clay core is applied: (a)
pore water pressure vs. distance; (b) velocity vs. distance; (c) gradient vs. distance.
Effect of transition filter
Transition filter is applied at the center
position of an earthen dam in Fig. 7. It is built
with highly permeable materials. It helps to
control the seepage flow. For a homogeneous
dam, a full transition filter provides a great rule.
The pore water pressure is changed abruptly as
the flow of water is high. The gradient is also
changed as fast. But, in non-homogeneous dam
pore water pressure is decreased continuously as
clay is applied in the foundation. Clay is less
permeable compared to silty clay.
0.00E+00
1.00E-06
2.00E-06
3.00E-06
4.00E-06
5.00E-06
6.00E-06
7.00E-06
8.00E-06
0 5 10 15 20 25 30
velocity (m/sec)
Distance (m)
homogeneous non-homogeneous homogeneous non-homogeneous
homogeneous non-homogeneous homogeneous non-homogeneous
-0.2
0
0.2
0.4
0.6
0.8
1
1.2
1.4
1.6
1.8
0 5 10 15 20 25 30
Gradient
Distanec (m)
homogeneous non-homogeneous homogeneous non-homogeneous
homogeneous non-homogeneous homogeneous non-homogeneous
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(a)
(b)
(c)
Figure 14: Relationship between distance and flow parameters when transition filter is applied: (a)
pore water pressure vs. distance; (b) velocity vs. distance; (c) gradient vs. distance.
0
10
20
30
40
50
60
0 5 10 15 20 25 30
pore-water pressure (kpa)
Distance (m)
homogeneous non-homogeneous homogeneous non-homogeneous
0.00E+00
5.00E-06
1.00E-05
1.50E-05
2.00E-05
2.50E-05
3.00E-05
0 5 10 15 20 25 30
velocity (m/sec)
Distance (m)
homogeneous non-homogeneous homogeneous non-homogeneous
-0.5
0
0.5
1
1.5
2
0 5 10 15 20 25 30
gradient
Distance (m)
homogeneous non-homogeneous homogeneous non-homogeneous
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CONCLUSION
From the above analysis, it is clearly
seen that there is a difference in characteristics
both in the homogeneous and in a non-
homogeneous earthen dam. When filter media is
provided this difference increased more. From
this difference some key points are noted below:
1. The coefficient of permeability is a major
factor in the seepage analysis. The seepage
rate is more through higher permeable
materials.
2. Dam failure can be controlled by providing
different types of filter media, internal clay
core, rock toe, etc.
3. As the distance is increased, the seepage
flow is decreased. Thus, flow parameters
are changed according to distance.
4. The seepage rate is greatly changed when
the core is applied. Without applying core
there changed both for homogeneous and
non-homogeneous is negligible. After
providing core their difference is
noticeable.
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... Alam [23] observed that, the phreatic line was linearly decreased for the chimney filter, but when rock toe and horizontal filters were used, the phreatic line dropped at the starting point of filter. Alam et al. [24] showed that, the dam failure could be controlled by providing different filters. Kumar et al. [25] stated that, increasing the dam height, filter length, and downstream slope, increased the seepage and vice versa with upstream slope, clay core thickness. ...
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In the conditions of severe climatic changes that are sweeping the world now, causing many problems, of which high surface water levels, torrential rains and floods are among the most dangerous phenomena. Since dams are the most engineering and structural protection means that engineers resort to, to protect against these dangers in such circumstances, not to mention the other important uses of dams such as storing water for irrigation purposes, generating electricity, feeding the underground reservoir, or diverting flow paths for any engineering purpose. Dams are usually classified on the basis of several considerations, including solid dams of different types, and flexible dams. Flexible dams, which are sometimes called earth dams, are of a special nature as they consist mainly of loose materials of a special porous nature and different ratios of interspaces that allow water to pass through them and penetrate the dam body in different proportions, which, if not prevented or avoided, may lead to the collapse of the dam body. In the present study a numerical analysis of seepage through zoned earthen dams is introduced, as they are the most popular type of flexible dams, to clarify the behavior of the streamlines of the seepage water through the body of such type of dams with different types of used soil of filling materials. Decreasing the relative permeability coefficient between the inner and transition zones up to 0.001 caused a significant decrease in the different seepage properties, after that, the effect was minor.
Article
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The present study focused on the development and application of two computer numerical models, namely, a seepage model developed using SEEP/W software and a groundwater model developed using Visual MODFLOW software. The seepage model was applied to a 38 km length of the tail reach of the Trimmu–Sidhnai (T-S) link canal passing through a severely waterlogged area of 32,000 ha, with a water table within 0–1.5 m from the ground surface; this was to quantify the canal seepage under the present condition (without any intervention) and with the interventions of a concrete lining of the complete prism of the T-S link canal and concrete side protection of the T-S link canal, with the canal bed unlined. The groundwater model evaluated the effectiveness of three waterlogging management interventions, which included: (i) the rehabilitation of the 43 existing drainage tube wells, (ii) the rehabilitation of the existing surface drains, and (iii) a combination of the rehabilitation of the 43 existing drainage tube wells and the rehabilitation of the existing surface drains. The seepage modeling revealed that the concrete lining intervention can reduce 50% of the seepage of the T-S link canal, whereas the concrete side protection intervention can reduce only 21% of the canal seepage. The groundwater modeling revealed that the waterlogging management intervention of the rehabilitation of the 43 drainage tube wells and surface drains can lower the groundwater level from 139.2 to 138.3 m (0.9 m drop), resulting in the mitigation of waterlogging in 45% (14,400 ha) of the severely waterlogged area. The present study recommends that complete concrete lining of the T-S link canal has a huge potential to reduce seepage from the canal, and the combination of the rehabilitation of the 43 drainage tube wells and surface drains also offers a great potential for controlling waterlogging. This intervention can also be considered to mitigate waterlogging from the severely waterlogged area. Cost-effectiveness analysis of the concrete lining of the T-S link canal, the rehabilitation of the 43 existing drainage tube wells, and the rehabilitation of the existing surface drains need to be performed for decision-making and selection of the most cost-effective intervention for implementation. A study needs to be conducted for the development and evaluation of economical and socio-technically feasible and acceptable preventive waterlogging management interventions, including the improved management of irrigation systems, improved irrigation management practices at the farm, improved conjunctive management of surface and groundwater, and improved management of drainage systems at the primary, secondary, and tertiary canal command levels.
Article
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Dam failure involves a huge amount of economic, financial, structural losses as well as loss of numerous numbers of lives and properties. In most instances, seepage failure of earth-fill dams occurs because of inadequate seepage control measures. The objective of this paper is to perform a comprehensive study of the incorporation of different seepage control measures to an earth dam using Finite Element Method (FEM). SEEP/W, a FEM based software, has been used for modelling and analysis of different seepage control measures. From the numerical analysis, it is observed that use of rock toe combined with horizontal filter is more beneficiary than they are used alone. The length of horizontal blanket filter is a controlling factor to reduce the pore water pressure rather than its thickness. Horizontal blanket filter comprises of coarse sand layer at top and fine sand layer at bottom gives preferable results for all flow properties. Performance of inclined rock toe is better than vertical rock toe to reduce pore water pressure and gradient. It is also noticed that trapezoidal shape of internal clay core is better than other shapes of the internal clay core. Moreover, it performs more efficiently if transition filter is adopted.
Article
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This paper presents the effect of clay blanket, vertical and inclined chimney filters on the phreatic line, variation of pore water pressure and seepage discharge through earth dam. Numerical analyses are conducted by SEEP/W. The results are presented for homogeneous and zoned type earth dam with clay blanket or chimney filters. Numerical results depict that earth dam with vertical and inclined chimney filter located at downstream side brings down the phreatic line within the dam body that reduces the piping and sloughing danger. Also the pore water pressure is minimum in case of downstream vertical chimney filter that reduces the possibility of blowout at downstream toe. However, the seepage discharge is greater in magnitude in case with vertical and inclined chimney filter at downstream side that increases the piping danger. In case of upstream and downstream clay blanket, seepage discharge is much lower but pore water pressure is higher than downstream vertical and inclined chimney filter and is more susceptible to blowout failure at downstream toe. Seepage discharge is found to be minimum for dam provided with internal clay core only.
Article
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Measurement of seepage through hydraulic structures is very important from their safety point of view. In case of a dam made of earth, seepage generally occurs through the dam. Due to excessive seepage, scouring and piping may occur which may lead to ultimate failure of a dam. Consequently, seepage investigation is very important in designing any hydraulic structures. In this study, seepage through the dam body has been investigated numerically and analytically for various parameters of dam and different conditions such as mesh shape and size, shape of internal clay core, upstream and downstream slope angle, permeability of base material etc. For this purpose, different geometric models of dams have been prepared and discharge rate corresponding to each geometric model have been analysed. A comparison between the numerical and analytical results has been made. Effect of various parameters and conditions on seepage has been studied. Computer program Seep/W (2007) has been used for the investigation of seepage. From the study, it is found that variation in seepage is dominant up to mesh number of 150 and beyond that, the difference is not significant. Mesh shape and size has negligible effect on the seepage. Upstream and downstream slope angles have no effect on seepage when clay core is provided. Seepage is independent of base permeability when core is not used. Base type (pervious or impervious) affects the seepage for larger values of hydraulic conductivity when internal clay core is provided. When hydraulic conductivity is very small, base type has no effect on seepage.
Article
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Seepage analysis of earth dams is one of the major interesting points in geotechnical engineering. The amount of water seeping through and under an earth dam together with the distribution of the water pressure can be estimated by using the theory of flow through porous media which is one of the most valuable analytical tools available to the engineer. In this paper, the finite element method is utilized to solve the governing equations of flow through earth dams. The computer program Geo-Slope is used in the analysis through its sub-program named SEEP/W. Eight node isoparametric elements are used to model the dam and its foundation, while mapped infinite elements are used to model the problem boundaries. A case study is considered to be Al-Adhaim dam which consists of zoned embankment 3.1 km long. The dam at its actual design is analyzed using the program SEEP/W. Then several analyses are carried out to study the control of seepage in the dam through studying the effect of several parameters including the permeability of the shell material and the presence of impervious core and its location and thickness. It was concluded that the presence of clay core has an important effect on decreasing the exit gradient, which may increase in the order of 300% when the core does not exist and the factor of safety may be critical when the water level in the reservoir is at 143.5 m. The sloping core of Al-Adhaim dam is the best design for core than other choices since it permits the lowest values of seepage and provides the lowest exit gradients.
Article
The writer presents seepage charts for calculating the quantity of flow Q and critical points on the phreatic surface, A and B, for homogeneous and zoned embankments on an impervious foundation. The charts are basically a practitioner's tool for rapidly estimating seepage quantities for both homogeneous and zoned embankments. The charts will also aid in the actual flownet construction. The charts were developed from a computer program developed by the writer using the method of fragments. In comparison to flownet solutions, the charts give an average error for seepage quantity of +5%. For points on the phreatic surface (A and B), an average error of - 8 and +4%, respectively, are attained. Input variables are upstream and downstream core slopes, downstream shell slope, permeability of core and shell, pool elevation, and crest width. A method is also presented to estimate the seepage quantity for upstream sloping core embankments.
Irrigation engineering and hydraulic structures. 23rev
  • S K Garg
Garg S. K. (2013). Irrigation engineering and hydraulic structures. 23rev. ed. Khanna Publishers, New Delhi, India, Available at: https://easyengineering.net/irrigationengineering-and-hydraulic/.
Seepage Modeling with SEEP/W User's guides Calgary
  • Geo-Slope International Ltd
GEO-SLOPE International Ltd. (2012). Seepage Modeling with SEEP/W User's guides Calgary, Alberta, Canada, Available at: http://downloads.geo-slope.com/geostu dioresources/8/0/6/books/seep%20modeling .pdf?v=8.0.7.6129.
Irrigation water resources and water power engineering
  • P N Modi
Modi, P. N. (2014). Irrigation water resources and water power engineering. ed., Standard Book House, New Delhi, India, Available at: https://www.amazon. in/Irrigation-Water-Resources-Power-Engineering-ebook/dp/B07PMXG11D.
Analysis of earth dam failures -A database approach
  • L M Zhang
  • Y Xu
  • J S Jia
Zhang L. M., Xu, Y. & Jia J. S. (2007). Analysis of earth dam failures -A database approach. Geotechnical Safety and Risk: Part 1 (Geotechnical Risk), 3(3), 293-30, Available at: https://www.tandfonline.com/ doi/abs/10.1080/17499510902831759.