u
i. Cu'
ii. fu'
Coefficient of consolidation Dispersivity
4.1.4 Maribo village
May 2007
16 0%
38.0 %
1378 kg/m3 * 5
38.5 KN/m2 27°.O
30 0 KN/m2
: 31°.0
0.231
Non despersive
The area is located about 7 0 km down stream of the axis of the dam and lies near the village Dale and Amo village on the right bank area of the river. There is a dry river stream 'Chora' near the area and river Deaessa is flowing about 2.0 km from the borrow area Representative test pits in the area has been dug and these indicate the presence of brownish red and rea silty clay with the depth of silty clay material varying over the area has been established Laboratory tests samples from these pits collected from the area have indicated the following properties.
1. Grain size distribution Gravei Sand Fines
2. Atterberg's Limits
vii. Liquid Limits (LL)
viii. Plastic Limits (PL)
ix. Plasticity Index(PI)
3 Free Swell
4. Linear shrinkage
5 Specific gravity
6. Permeability
7. Standard Proctor's test
i. Natural moisture
12.0%
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ii. OMC
May 2007
36.0%
iii. MDD
1435 kg/m3
8.
i. Cu
46 0 KN/m2
ii 0 u
28.0°
9.
i. Cu'
27.5 KN/m2
ii 4 but not less than 0 10 mm D f = 0.15 mm
is
Dis b = 0.003
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.^/ A1L 5O>5
l5
=
=
D b 0.003
The filter provided meets the permeability criteria
• The allowable filter design Dand must be Kept relatively narrow to prevent use of gap- graded filter The designed filter bano range of particle size has been kept narrow
• The designed filter band must not have extremely broad range of particle sizes to prevent use of possibly gap graded filter. This aspect is to be taken care of during construction stage
• Segregation of filter dunng construction shall be minimized. For segregation of filter dunng construction to be minimized
D10f=0.07
Then maximum D (f) should be 20 mm.
M
In this case
D9o(f) is less than 20 mm and is in order
• Coefficient of Uniformity (cu) = > 4 Ao
Dw(f)
=0.3 mm
Dio(f)
= 0.07 mm
0-3
Z), (/)
o
0.07
= 4.3 >4
This meets the enteria that coefficient of uniformity for filter material should be more than 4 (7>3O( n
Coefficient of curvature (Cv) =--------- —>1
X
^«O(/) Ao /)
(
DM(f) = 0.2 mm
DM(f) = 0.30 mm
Dio(f) = 0.07 mm
(0.2)’ Coefficient curvature CV = ——-—
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0.04
" 0.021
=2>1
and satisfies the criteria’s that coefficient of curvature should be more than 1
May 2007
The selected filter band for clay materials proposed for use as a core is providea at Tabie 4 2. The filter band proposed is made wider to accommodate wide range of filter material and shown in figure 4.7
Table 4.2: Selected Design Sand Filter Band
Sieve No.
Sieve opening (mm)
percentage Passing
1"
25
100
3/8"
9.5
90-100
No 4
4.75
85-100
No 10
2
75-100
No 16
1.18
70-100
No 20
0.84
65-100
No 30
0.6
50-100
No 40
0.42
40-100
No 50
0.3
30-80
No 60
0.25
25-70
No 100
0.15
5-35
No 200
0.075
up to 5
4.9.3 Design of Transition Filter
Transition filter has been provided between the sand filter and the rock fill shell material both on the upstream and downstream of sand filter. The transition filter of 2.50 m thickness has been provided from consideration of construction convenience so that at least 2.0 m thickness of transition filter is available considering the intermixing during construction of this filter material with the adjoining materials dunng construction and compaction.
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The transition filter material has been designed to meet the requirement of filtering and permeability the same way as has been oone for design of sand filter material to meets the requirements. Besides the filter material satisfy the coefficient of uniformity and the coefficient of curvature requirement considering these aspects the selected design filter band for the transition filter material provided is given below in Table 4.3
Table 4.3 Selected Design Transition Filter bank
Sieve No
Sieve opening (mm)
% age passing
If
1
25
100
NO. 4
4.75
90-100
I No 10
2
75-100
No. 16
1.18
65-100
No. 20
084
60-100
No. 40
0.42
50-100
No. 50
030
45-100
No. 100
0.15
20-80
No. 200
0.075
0-20
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5 SEISMICITY
5.1 General
May 2007
The project lies in a zone of medium to low seismicity. The dam nas Deen designed to De safe under anticipated seismic loading condition Keeping in view the seismicity, the design features like provision of extra free Doard, wide and properly designed filters, flaring of core at the abutment contact area etc. nave been provided for.
5.2 Seismicity of the Region
The Arjo-Dedessa dam site is located in the western plateau of Ethiopia, outside and far away from tne Afar and main Ethiopian rift, whicn constitutes the northern part of the African Rift valley However the chance cannot be ruled out of this dam site area being hit by a damaging earthquake, wmch may rupture in tne rift valley
Generally Afar and the main Ethiopian rift are seismically active but incomparable with what is along the Pacific Rim. Earthquakes that have occurred in the region are reported to cause relatively less Foss of life and damages than equivalent size shocks in other earthquake prone area This is not Decause they were not destructive but is due to the then sparse population distribution and little development of infrastructure As the pace of urbanization and infrastructure development picks up in the country it is prudent to consider the possible earthquake threats in the sub region. The Arjo-Deoessa dam site is about 340 km away far from the 5.6 magnitude earthquake of 1987 in south-western Ethiopia. The other 6.4 magnitude earthquake of 1961 in Kara kore is also very far away Figure 5.1 snows the earthquake location in black dots along Afar and the main Ethiopian rift while the block star represent location of Dedessa dam site (Seismicity of Ethiopia from Ayde 2005, Earthquake catalogue plotted on 90 metre resolution Digital Elevation Model DEM) data.
The two earthquake locations are hign seismic potential areas for the dam sites Afar is generally seismically active and a damaging earthquake can occurs any time.
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FIGURE 5.1 SEISMICITY OF ETHIOPIA
Ayele, 200S earthquake catalogue (see annex) plotted on the 90 meters resolution DEM (Digital Elevation Model) data. Black dots are earthquake location aiong Afar and the main Ethiopian rift while the black stars represent locations for Dedessa &. Gumera dam sites
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5.3 Design seismic Coefficients
May 2007
The earthquake force experienced by a structure depends on its own dynamic characteristics in addition to those of ground motion. Response spectrum method takes into account these characteristics and is recommended for use in case where it is desired to take such effects into account. For design of other structures, an equivalent static approach employing use of seismic coefficient is adopted
5.4 Seismic Hazard Map of Ethiopia
A reference was made to Geophysical observatory, Addis Ababa University, Addis Ababa Ethiopia for seismic coefficient to be adopted for the design of the Arjo-Dedessa Dam located in Jima Area In their report dated June 29, 2006 they have enclosed ’’Seismic Hazard Map of Ethiopia and its Northern and Eastern Neighboring Countries". The hazard is for a probability of occurrence of 0.0033 (Return period of 300 years). The contours in the seismic hazard map indicate pear horizontal acceleration as a fraction of g. In Figure 5.2 for the Arjo-Dedessa Dam site the nearest contour of 0.05 of peak honzontal acceleration on the hazard map has been shown which is considered for the stability analysis of the dam section. The site is in an area seismically at iess dangerous location of the country but the possibility of damaging earthquake from the adjacent rift cannot be ruled out.
Several attempts have been made to produce seismic hazard map of Ethiopia. The results can be influenced by the limitation in data both in quality of instrumentation and time span covered. The seismic hazard map of Ethiopia from all available seismotectonic data is shown in the above figure.
5.5 Horizontal seismic coefficient
In the light of above the horizontal seismic coefficient ’ocA’ of 0.05 g and vertical seismic coefficient « h = 1/2 of a v i.e. = 0.025 g has been considered in the stability analysis of dam section for Arjo-Dedessa Dam Project. Dynamic Analysis of the aam section is not considered as the project area is in a zone of medium to low intensity.
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FIGURE 5.2 HAZARD MAP OF ETHIOPIA
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6 DAM HEIGHT
6.1 General
May 2007
3
The main parameters that nave been considered for deciding the height of the dam include, topography of the area, the geological and geotechnical set up of the foundation rock, the river inflows, irrigation and other demands of water siltation rate in the reservoir during the active life of the reservoir and the evaporation losses in the reservoir. The height of the Arjo-Dedessa dam has been considered after carrying out reservoir operation studies considering the various inputs.
6.2 A review of the previous studies made
The studies carried out in the past reveal that USBR had considered a height of 79.0m for Arjo-Deaessa Dam site DD-11 providing storage of 1859.0 Mm3 for meeting irrigation requirement of 16850 na and for generation of electricity. WAPCOS proposed a dam height of 88.0m at a site 50 km upstream of site proposed by USBR providing a storage of 705.11 Mm3 exclusively for irrigation command of 139800 ha. BCEOM suggested 85.0 m high dam with a storage of 2190 Mm for irrigation a command of 14280 ha at a location same as that proposed by USBR
6.3 The Present Dam Height
The present dam height considered now is of 40.6 m height above the river bed level at a location on river Dedessa 1.5 km upstream of confluence of River Dedessa and Wama River providing a storage of 1341.16 Mm at full reservoir level of 1356 0 m for an irrigation command of about 14,700 ha. and for generation of hydro electricity.
The level of river bed at the dam site is at EL 1320.0 the dam height from the riverbed is 40.6 m. However the dam height from the foundation would be about 43.6 m considering the depth of weathered rock in the river bed.
6.4 Free Board
The free board provided above Full Reservoir Level (FRL) and Maximum Water Level (MWL) should be adequate enough to safeguard against overtopping of the dam under wave conditions. The normal free board is computed at FRl and minimum free board above MWL. The free board which has given the highest requirement of TBL (Top of Bund level) is finally adopted
3
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The factor that are considered for the estimation of the free board are.- a) Wave cnaracteristics, wave height and wave length
May 2007
b) Height of wind set up above still water level adopted as free board reference
elevation and
c) Slope of the dam and roughness of the pitching on the slope.
6.4.1 Method for Free Board Computation
Out of the available methods for free board computation assistance has been derived from T Saville s method which is widely used for free board calculations of embankment dams Free board computations have Deen maae as per the Indian standard IS: 10635 “Guide lines for Free Boara requirement in Embankment Dams" This requires that Normal Free Board at FRL shall be calculated by adopting design wave height (Ho) as 1.67 times the significant wave height (Hs) and Normal Free Board should not be taken less than 2.0m. For calculating minimum freeboard at MWL half to two third wind velocity is to be adopted. As the region may experience higher wind velocities curing the period water level in the reservoir is at Full Reservoir Level (FRL), half velocity has been considered for computing free board at MWL This free board has been subject to a minimum of 1.5 m. The design wave height (Ho) is to be taken as 1.27 times the significant wave height (Hs).
6.4.2Computation for Normal Free Board at FRL
The fetch length is computed as the straight-line distance along the wind direction over open water on which wind blows, which is marked to cover the maximum reservoir water, spread area within 45° on either side of the fetch. There after the effective fetch (f.) is computed by the following
Cos a Cos a
Cos a
Where Xi denotes the length any radial, which is at an angle from the central radial. The values of Xi are read from the reservoir spread of the Arjo- Dedessa dam for different angles of the radials f. is the effective fetch length. These are tabulated in Table 6.1.
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Table 6:1 Effective Fetch Length (^Computation for Normal Free Board
May 2007
■p—
Xi Cos a Cos a
Cos a Xi
42
0743 0.6 033
36
0 809 1.55
1.01
30
0 866 545
409
24
0.914 5.6
468
18
0.951 8.1
7.33
12
0978 10.25
9.08
6
0 995 10.55
1044
0
1 00 1377
13 77
6
0.995 995
9.85
12
0.978 6.95
6.65
18
0.951 3.70
3 35
24
0.914 3.35
2.80
30
0.866 2.7
2.02
36
0.809
2.1
1.37
42
0.743 1.5
0.83
^Cosa =13.512 £ Xi CosciCosk = 78.32
78.32
13.512
= 5.796 km Say 5.8 kms
The data on wind speed has been obtained from National Meteorological Service Agency Addis Ababa, Ethiopia and has been used for calculating of the wave height. From the data the maximum wind speed in the project area observed is 6.0 km/hour This for a 50 year return period has been computed to 30.0 km /hour and this wind velocity has been considered on the land surface in the design computation.
Wind velocity on water surface (V) is computed by multiplying it with wind coefficient Q' corresponding to effective fetch to the wind velocity on land (U). The wind coefficient 'Q‘ for an effective fetch in km (f.) of 5.8 km is given as 1.27 in the IS: 10635 code. Therefore design wind velocity on land surface works to 1.27x30 = 38.1 km/hr or 10.58 m/sec.
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Significant wave (H ) is computed by the relation as below
May 2007
s
g Hs/v2 = 0.0026 2m
Minimum Free Board (at MWL) shall be > 1.5m
Full Reservoir Level (FRL) 1356.00 m
U/s Slope of Dam: 2.5H:1V
May 2007
s. Step-wise computation
No
Normal
Free board
Minimum Free Remarks
Board at MWL
1 Fetch length (F) in Km
2 Effective Fetch (fe) in km
3 Wind Velocity Over land (U) in km/h
4 Wind Coefficient (Q)
5 Wind velocity over water surface (v) in km/h
6 Wind velocity over water surface (v) in m/s
7 Significant wave height (Hs) in m
8 Wave period (Ts) in seconds
9 Wave length (Ls) in m
10 Design Wave heignt (Ho) in m
11 Wave steepness Ho/Ls
12 Relative Run-Up R/Ho from diagram
13 Run-up on smooth surface R in m
14 Designed Ra considering dumped pitching for U/S slope protection (R x 0.50)
Since Ra works out to be iess than designed
wave height (Ho), Ra is kept = Ho = 0.927m
15 Average Reservoir Depth (D) in m
16 Wind set-up in m
17 Free board Required in m
18 Permissible Free board
19 Top of dam (as calculated)
20 Top of dam required, considering settlement
21 Top of dam adopted, m
13.77 13 95
580 6.06
30.00 15.00
1.266 1.27
38.10 19.05
10.58 5.29
0.555 0.272
2.78 2.07
12.04 669
0.927 0454
0 077 0.068
1.40 1.43
1.298 0.649 U/s slope = 2.5H:1V
Since ha
is less 0.649 0.325 than Ho, 25.23 25.00 ..value of 0.008 0 003 Ho=0.927 0.935 0.652 has been 2.00 1.50 adopted 1358.00 1360.1
1358.50 1360.6
EL 1360.6
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7 DESIGN ASPECTS
7.1 General
May 2007
The design of earth and rock fill embankment oam would be governec by the following considerations
• The dam matenals should have sufficient shear strength so that the requirement of stability under various static condition and earthquake condition to which the dam and its foundation is subjected, should be met.
• The design flexibility should be sufficient to allow the fullest possible utilization of all required excavation and readily available borrow matenals
• The core material in to be sufficiently impermeable to resist seepage through tne dam ano there shall be a general increase in permeaDility from the core toward the exterior slopes of the dam
• Filter requirements between adjacent zones and between the foundation fill materials should be satisfied in order to avoid migration of fine materials into coarser ones.
• The transition zones should be thick enough to accommodate all conceivable fault movements
The earth and rock fill dam section adopted is a conventional section consisting of impervious day core material ano protected by thick filter transitions on the upstream, downstream ano shell of rock fill material. This is considered to be the appropriate dam type for the Arjo- Dedessa Dam Project due to suitable topography and availability of construction materials for the dam in the vicinity of the area The upstream cofferdam is proposed to be incorporated into the main dam section.
7.1.1 Embankment Features
7.1.1.1 Crest Width
The general consideration in adopting crest width depends upon the working space required at
top of dam and also on the functional purpose the dam serves like the public high way and requirement of future needs.
a) The width of dam at crest as per IS 8826 - 1978 "Guide lines for design of large earth and rock fill dams" should be fixed according to the working space required at top and the crest width should not be less than 6.0 m.
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b) According to USBR 'Design of small oams the crest width to be adopted in case of small earth dams is given by
^=y+lCinft
where,
V\Z = Width of crest in ft
H = Height of dam in feet above nver bed, this in case of Arjo-Dedessa Dam = 40.0 m
40x3.28
W =------------4-10 ft
5
= 36.0 ft
or « 10 98 m
Say 11.0 m
c) US army manual "Earth Embankment EM 1110-2300 31st July 1994, provides that top width of an earth and rock fill dam, depending upon the height of dam, the minimum top width should be between 25 ft (7 62 m) and 40 ft (12.195 m).
Keeping In view the above considerations, the top width of crest for Arjo-Dedessa Dam has been adopted as 10.0 m. The dam crest details are shown in drawing No. AD-F-DAM/13.
7.1.1.2 Berms
Berms shall be provided for serving the following purpose:
• For providing level surface for construction and maintenance of the dam section
• For reducing the surface erosion in case of downstream slope and breaking the continuity of the slope
• To protect the lower edge of the rip rap ana for preventing it from undermining in case of the upstream slope
Berms of width 5.0 m have been provided at every vertical elevation of 10 0 m A berm 6.0 m wide at top elevation of rock toe has been provided.
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7.1.1.3 Camber
May 2007
Major portion of earth and rock fill dam consolidation takes place during the construction period Therefore camber shall be proviaea along the crest of an earth and rock fill dam to ensure that the free board provided is not reduced due to foundation settlement or consolidation of an earth ano rock fill dam Therefore camber shall be provided along the axis of the dam from zero height at the abutments to maximum at the central section of the earth and rock fill dam. Observation on existing rock fill dam indicate that settlements ranging from 0.2 % to 1.0 % of the dam heignt have been experienced For Arjo-Dedessa Dam a camber of 0.5 m has been provided at the maximum section for settlement purpose
7.1.1.4 Parapet Wall
A parapet wall of 1.5 m height over and above the free board requirements has been provided as an additional safety. The reservoir face of the parapet wall has been provided with a parabolic curvature so that the splashes resulting from reservoir waves if any are returned back to the reservoir
7.1.1.5 Guard Stones
Guard stones of size 300mm x 300 x 750mm has been provided in cement concrete blocks
1:3:6 at spacing of 3.0 m centre to centre on the downstream edge of top width of dam.
7.2 Design Parameter
i) Free board
ii) Properties of Materials
iii) Seismic Coefficient
The above design parameter has been described at paras 4.4 5.12 and 11.5 respectively
7.3 Basic Design requirement
The basic requirements in the design of Arjo-Dedessa Dam is to achieve safety with economy under various conditions of operations of the reservoir. The criteria adopted for the design of and earth and rock fill dam is given as under:*
a) Safety against overtopping of dam dunng inflow design flood
b) Stability of slopes
c) Safety of dam against internal erosion
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7.3.1 Safety against overtopping
May 2007
To ensure safety against overtopping adequate spillway capacity nas been provided to prevent overtopping of the earth and rock fill dam during ana after construction The free board provided is sufficient to prevent overtopping by waves and shall also take into consideration the settlement of the dam ana foundation.
7.3.1.1 Free Board
The free board has been calculated by 'T. Savelie s" method, which is widely used for free board computation of earth and rock fill dams. The details of procedure and computations have been carried out according to Indian standard IS 10635 1993 "Guide lines for Free board requirement in embankment dam " and the computation for free board for FRL and MWL are contained in Chapter - 4 of this report
7.3.2 Embankment Section
The dam section has been mainly divided into zones namely the central impervious core ana the graded shell matenai of rock fill/gravelly temace matenai. Besides, the coarse and fine filter have been proposed at both upstream and downstream face of the impervious core Rip rap has been proposed on upstream siope face of the dam above the shell material with a filter underneath the rock rip rap. Hand placed stones have been proposed on the downstream face of the dam to provide protection against erosion resulting from rainfall or wind.
7.3.3 Zoning of Dam Section
A summary of the required matenai types in different zones of the dam section is given below in Table 7 1
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Table 7.1: Zoning of Dam Section - Material Types
May 2007
Zone No
Deception
Material type
1
Impervious core
Clayey material
1A
Coffer cam
Clay, soil as for zone 1
2
Fine filter u/s & d/s face of core
Sand, filter 5 mm maximum size and silt content (< 0.075 mm) less than 5%
3A
Transition zone
Small rock fill 75 mm maximum size
3B
Transition zone
Same as at 3A
4
Coarse filter
coarse sands gravel upto 75 mm size and silt 15%
4A
Upstream shell
Rock fill 400 mm maximum size 50% maximum finer than 25 mm
4B
Downstream shell
Rock fill 500 mm maximum size 50% maximum finer than 25 mm
5
Dumped Rock rip rap
Maximum size 1000mm 40 to. 50% > 800mm 50 to, 60% > 300-800mm, 0-10%, > 300 mm sand, rock dust <
5%
6
Blanket below u/s rip rap
Crushed rock or natural gravel maximum size 80 mm
7
Hand placed rock rip rap
Rock fragments
To prevent piping of the fine fraction of the core, a transition zone is proposed. A fine filter consisting of sand (zone 2) is provided downstream of the core. A transition filter (zone 3B) is proposed downstream of fine filter to collect the seepage through the core and convey it to the base of the downstream shell of the dam. A transition zone consisting of small rock fill may also be required to be provide size compatibility between the transition filter and the large rock fill sizes of the shell at the detailed design stage
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Filter layer (zone 2A and 2B) are provided to separate core from the upstream shell and downstream The fine filter (zone 2A) adjacent to the core on the u/s side will act as a crack filler for any cracks, wnich might form in the core resulting from differential settlements.
The proposed zoning system is aimed at maximizing the use of material obtained from the required excavation. The weathered rock obtained from excavation would be placed adjacent to the inner part of the downstream shell (zone 4A) while the sound unweathered rock would be placed adjacent to the coarse filter (zone 3A, 3B) and toward the outer part of the shell.
A separate rock fill zone (zone 4) is proposed at the base of downstream shell to provide adequate drainage capacity This rock fill zone is constructed using the more resistant basaltic rock.
The upstream face of the dam has been zoned (zone 5) to protect it from the erosion effect of the wave action, which will aiso impart drain ability in the event of instantaneous build up of pore pressure under earth quake condition. Rip rap material will be obtained as over size from excavation of basalt rock. The zoning of upstream coffer dam will be similar to main cam. The earth and rockfill dam section nas been shown in Drawing No AD-F-DAM/04
7.3.4 Impervious Clay Core
The compacted impervious clay core provides an impermeable bamer within the body of the dam. Impervious clays available locally are very suitable for the core. However, clays having high compressibility and liquid limit tend to swell and are prone to hydraulic fracturing of clay core. Clay soils having organic content are aiso not to be used as core material.
A central core is preferred over the inclined core as it has the advantage of providing higher pressures at the contact between the core and foundation and reduce the possibility of leakage and piping. Since the availability of impervious clay core matenai locally is not a constraint at site, a thicker core of compacted clay with upstream and downstream slopes of 0.5V: 1V has been provided for resisting the piping action. The top elevation of the clay core has been kept 1.0 metre above the maximum water level to prevent seepage due to capillary syphoning. The minimum top width of core of 5.0 m has been provided as per Indian standards.
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7.3.5 Shell Zones
May 2007
The function of shell is to impart stability and protect the impervious core The rock fill materials, which are not subjected to cracking on direct exposure to atmospnere, are suitable for use as snell material. In Arjo-Dedessa Dam locally available rock material is made use of in the shell zones both in upstream and downstream of impervious clay core The rock material shall be hard, sound and durable so as to resist excessive break down during the handling and placing operations Dust and smaller fragments of rock shall not be more than 10%. The angular bulky rocks are preferred as against flat, elongated rocks or rounded boulders If rounded cobbles or boulders are used, they should be scattered throughout the rock fill and not concentrated in pockets.
7.4 Foundation Treatment
7.4.1 Core Seating Treatment
The stripping below core seating will be done by removing the alluvium talus and loose deposits. The foundation for the impervious core, upstream filter and downstream filter will be excavated through the upper weathered rock to fresh rock, which can take up the grout Suitable core foundation shall be based on sub-surface geo-technical data and shall be obtained from the geo-technical investigation team. The depth of excavation required to obtain a suitable core foundation shall De estimated based on the assessment of the geo-technical engineer / geologist and the longitudinal profile along the central line of dam axis indicate the depth up to which the core trench excavation snail be done.
The core and filter zone foundation surface should be thoroughly cleaned using mechanized equipment and high-pressure air water jets. Open joints and minor shear zones will be excavated and cleaned to a minimum depth of three times the opening width and should be sealed by filling with slush grout back fill concrete In case some major discontinuities/shear zones are encountered then these would require special treatment. All depressions in the area of core foundation and filter foundation will be filled with dental concrete treatment to provide an even and unerodable surface and core material shall be placed ano compacted.
In the event of getting megular rock surface, 50 mm - 75 mm of shotcrete thickness over the foundation surface supporting the core and on both upstream and downstream filter has been
provided. This mat of shot crete will serve as a grout cap for blanket grouting operations Blanket grouting has been provided to a depth of 10.0 m under the core and filter zones and
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shall be based on the sub surface geo-technical information and sampling obtained from the field investigation conducted by WWDSE and tests conducted on samples by the sub contractor M/S Construction Design Share Company (CDSCO) Addis Ababa, Ethiopia. Consolidation grouting has been provided to reduce the potential flow through open joints in the vicinity of core and filter and thus minimize the potential for erosion of core matenai at its contact with the foundation. Upstream and downstream filter zones enveloping the core nave been provided to serve additional security against core erosion The grout curtain comprising of two rows of grout holes is considered appropriate on the basis of the availaole data in the valley area and single grout curtain in the abutment area The spacing of the grout hole has been provided at 3.0 m centre to centre. Final spacing will depend on the grout intake and test holes and will be determined during actual grouting operations.
7.4.2 Shell Foundation Treatment
Foundation excavation under the shell zone will oe required to reach foundation materials having shear strength and compressibility at least comparable to those of the compacted rock fill. Talus deposit and soils like weathered rock shall De removed, and founded on moderately weathered rock along the abutment side slopes
In the river channel area, all alluvium deposits will be excavated and the shell zone will be founded on competent, moderately weathered rock. Where shear zones filled with pipable materials underlie the downstream shell it shall be excavated and a filter will be placed over these zones to prevent piping. Before laying the first layer of shell matenai in the nver valley the foundation material will be thoroughly compacted by giving appropriate number of passes of a vibratory roller after applying moisture to the required extent
7.4.3 Cutoff Trench
Cut off trench shall be provided at the foundation of the impervious clay core and serve the purpose given as under
• To reduce the seepage of water resulting from impoundment of water in the reservoir through foundation and abutments water faces with impervious core and
• To prevent the sub surface erosion by piping
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A positive cut off shall be provided along the axis of the dam for the full length of the dam taking into consideration the geological set up of dam foundation and abutment as revealed by the bore hole logs drilled on the left and right, valley bank and the river bed
The valley at the dam site has an overburden of 3 0 m to 5 0 m depth consisting of alluvial deposits comprising of silty clay intermixed with gravel materiai. The positive cut off shall be provided up to groutable rock to prevent any seepage from the reservoir at the water face with impervious core.
Based on the geotechnical investigations of the dam foundation and abutment area and the permeability values, consolidation grouting shall be provided in the cut off trench area The pattern of grouting will depend upon tne permeability of the foundation strata. The grout curtains shall be provided to depths depending upon the geological set up of the foundation rock and its permeability The grout noies shall be covered with a concrete cap.
The bottom width of the cutoff trench nas been provided for full width of the impervious core as, the availability of core matenai is not a constraint. The side slope of the cutoff trench has been kept as 1H: 1V.
After excavation of the cut off trench the same shall be filled back with impervious clay core material and shall be compacted to optimum dry density The compaction shall be done with moisture content of 2% plus or minus to provide an impervious stratum in the foundation.
7.4.4 Location of Cut off Trench
a) The location of cutoff trench plays a significant role in reducing seepage pressures ana for the structural stability of the clay core. The cut off trench can be placed on the upstream face just after the upstream toe of impervious core. This minimizes the seepage pressures but ft is more liable to rupture if there are small movements or partial failure of upstream face of the embankment. It also reduces the resistance of foundation. In general the impervious soils have low shear strength (frictional) and therefore its location in this zone is not considered favourable.
b) The cut off trench coinciding with the centre line of embankment, it will have less effect in reducing seepage pressure through the embankment but ft will be less liable to rupture and less likely to weaken the foundation.
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c) A cut off trench placed on downstream side just before aownstream toe of core, has no advantage and is dangerous because it allows the transmission of seepage pressure in larger part of the foundation and reduces tne stability of the downstream half of the dam
In view of above merits and demerits of above locations it is proposed to locate the centre line of the dam coincide with the centre line of the cut off trench. This location of the cut of trench provides satisfactory performance as per the expenence and has been adopted
7.4.5 Curtain grouting
Pressure grouting of rock foundation is normally carried out to fill discontinuities, cavities or voids in rock mass by suitable material. The grouting aims at satisfying the design requirements economically and in conformity with the rest of construction schedule.
Curtain grouting is earned out mainly to acnieve conditions for safe design of the dam.
(a) To reduce the seepage through the dam foundation
(b) To reduce the erosion potential of seepage and safe guard the foundation against erodibility hazard.
(c) To strengthen the dam foundation and reduce settlement in the foundation
On both the abutment and along the axis of the dam as revealed by the geological setup, the rocks appear highly fractured and jointed, sconacious and of vesicular basalt type with poor core recovery It is therefore considered necessary that in order to minimize the risk of seepage across the dam axis, abutment and foundation, consolidation and curtain grouting shall be required to be carried out. below core and filter seating and the abutment. This shall be carried out through the grout holes drilled from the cut off trench. Curtain grouting has been provided in the valley reach in the cut off trench consisting of two rows of grout curtain and single row of grout curtain in the abutment depending upon foundation conditions and permeability of the strata and geo-technical set up forming the foundation of the dam. Consolidation grouting shall be provided in the cut off trench along the axis of dam by drilling grout holes up to 10.0 m depth.
7.5 Stability of the earth and rock fill Dam Section
An earth and rock fill dam shall be safe and stable during all phases of construction and operation of the reservoir. Hence the analysis has been done for the most critical combination
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of external forces, which are likely to occur in practice. The following conditions are usually critical for the stability of an earth ana rock fill aam
a) Case I - Construction condition with or without partial pool (for upstream ana aownstream slopes).
b)
c)
d)
e)
Case // - Reservoir partial pool (for upstream slope), Case III - Sudden drawdown (for upstream slope), Case IV - Steady seepage (for aownstream siope), Case V - Steady seepage with sustained rainfall (for
aownstream slope; (where annual rainfall is 200 cm or more), and
f) Case VI - Earthquake condition (for upstream and
downstream slopes;
The various design conditions of analysis for upstream and aownstream slope along with the minimum values of factors of safety to be aimed at and use of type of shear strength for each condition of analysis has been provided This is given in Appendix-A of the IS code No 7894 - 1975 which is reproduced in Table 7.2.
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Table 7.2: Minimum Desired Values of Factors of Safety and Type of Shear Strength
for Various Loading Conditions
Case
No.
Loading Condition of Dam
Slope Most
Likely to be
Critical
Type of Shear
Strength Test to
be Adopted
Minimum
Desired
Factor of
Safety
I
Construction condition with or without partial poor
Upstream and downstream upstream
PT?;
1.0
II
Reservoir partial pool
Upstream
rs;
13
III
Sudden draw aown
a) Maximum heaa water to minimum
with tail water at maximum
b) Maximum tail water to minimum with reservoir full
Upstream Downstream
rs;
rs:
1.3
1.3
IV
Steady seepage with reservoir full
Downstream
rs;
1.5
V
Steady seepage with sustained
rainfall
Downstream
rs;
1.3
VI
Earth Quake condition a) Steady seepage
b) Reservoir full
Downstream Upstream
rs;
rs:
69
•Where the reservoir is likely to be filled immediately after completion of the dam, construction pore pressure would not have dissipated ana these should be taken into consideration.
t This is to be adopted for failure plane passing through
impervious foundation layer
* S test may be adopted only in cases where the material is
cohesion less and free draining
§ Values are according to IS: 1893-1975 MCriteria for earthquake resistant design of structures (third revision)”.
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The various types of shear tests performed under different conditions of loading and drainage are designated by letters Q, R and S as follows
Q test unconsolidated undrained test,
R test: Consolidatea undrained test, and
S test Consolidated drained test
The dam is located in an area of medium to low seismicity and therefore psuedo static analysis nas been carried out with earthquake condition IS 1893 - 1984 out lines the procedure for evaluating the seismic coefficient and depend upon the shear wave velocity the height of the dam and tne lowest point of the aam foundation through which the failure circle is supposed to pass
Arjo-Dedessa dam site is located in western plateau of Ethiopia and is far away from the Afar and the main Ethiopian rift. The hazard map of Ethiopia and its northern and eastern neighboring countries for a probability of exceedence of 0.0033 indicate a horizontal seismic coefficient ah of about 0.05 g (As per the report of Geophysical observatory Addis Ababa University Ethiopia) The vertical seismic Coefficient is generally taken as half of a h i.e. a v = 0 025 g and the same has been considered in stability analysis of dam.
7.6 Safety Against Internal Erosion
7.6.1 Seepage Control Measures and Drainage Arrangement
Seepage control measures has been provided to protect the dam from any undesirable effect of seepage occurring through the dam body or through the foundation and abutments. Drainage system has been so devised as to tackle the problem of seepage and or migration of fine particles through the body of the dam or foundation. The design is governed by the type of base material, height of water in the reservoir and topographical features of dam site. The following arrangement has been provided.
- Impervious clay core
- Inclined filter upstream of clay core
- Transition filter downstream of clay core
- Horizontal filter
- Toe Drain
Impervious clay core: This has been described at: 7.3.4
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7.6.2 Inclined Filter
May 2007
Inclined filter is provided on downstream face of impervious clay core to collect water coming out of the core resulting from seepage and thereby keeping the downstream shell relatively dry The filter on the upstream face of impervious core acts as crack filler The filter should be cleaned and well graded. The minimum thickness of filter is determined from considerations of
(i) The thickness of filter should have allowance for intermixing with the adjoining zones The allowance shall be varying depending on compaction equipment used for the purpose.
(ii) Minimum width required for compaction depending upon the equipment deployed
(iii) Earth quake effects
Considering the aoove aspects a minimum of 2.50 m thickness of each layer of filter has been provided from working point of view The top elevation of the filter nas been kept at the same level at that of the impervious core elevation at EL 1358 5 The filter material provided is free draining and well graded as far as possible and it shall not generally have size greater than 75 mm so as to minimize segregation during placement. The filter material provided has to satisfy the following requirements.
a) It should be more previous than the protected base material to act as an effective drain.
b) The gradation should be such that the particles of base material do not migrate through or dog the filter voids.
c) It should be of thickness sufficient to provide good distribution
Filter material should satisfy the standard criteria with the base material as laid down in Indian standard fine base soils.
Two basic functions of filters and drains in earth and rock fill dams are
i) Retention function
ii) Alteration function
The classic Terzagi criteria ^—<4 addresses ^^>4 addresses the permeability
D
»
b
D„b
requirement
The filtering, segregation, permeability stability requirements have been considered in the design of sand filter band to retain the fine clay material in the core. The filter design criteria
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adopted here is based on an extensive laboratory study carried out by JL sherard, LP Dunnigain and JR Talbot.
As seen from the gradation curve Fig No. 4.2 the clayey material identified is very fine The base clay core material consists of very fine silts and clays and are more than 85% finer
For very five clay base material the following criteria have been used in the design of sand filter
• For filtenng Maximum - < 9 but not less than 0.2 mm
D6
l5
• For Permeability Minimum — < 4 but not less than 0.1 mm
D (*)
ls
• The allowable filter design band must be Kept relatively narrow to prevent use of gap graded
filters
• The designed filter band must not nave an extremely broad range of particles sizes to
prevent use of gap graded filters
• Segregation of filter dunng confliction shall be minimum
The grain size curve of the filter provided is nearly parallel to that of the base material
Following criteria should be satisfied for well graded sand being used in the filter
(i) Co-efficient of Uniformity (Cu) = > 4
(ii) Co-efficient of Curvature (Cv) = >1
It should not contain any organic material and the particles below 0.075mm more than 5% by weight.
7.6.2.1 Compaction of Filter
The compaction of sand in the filter should be done by plate vibratory rollers till specific density
is achieved. The relative density (RD) of sand after compaction should equal to or more than
70%.
in order to obtain the desired density with minimum compacting efforts, sand may be placed in dry or in saturated condition. In the case of inclined sand filters the sand should not be allowed to flow out of specified width on either sides during compaction It should be confined
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in between two sheets or plates installed on either sides of the filter, in order to ensure the specified width of the filter and to avoid contamination of filter due to mixing with adjoining materiai.
In order to maintain the prescribed slope or inclination of the filter during the construction, the impervious core hearting zone must always be at higher level than the level of the filter and the down stream casing zone must be kept at a level which is a bit lower than the level of the filter This process should be continued in the same fashion till the end of season at the end of which, the filter should be kept at least 15 cm above the adjoining zones to avoid contamination of soil with the filter during rainy season.
It must also be ensured with utmost care that the material near the junction of filter and the adjoining zones on either sides of it, is compacted to the stipulated densities of the respective zones.
7.6.3 Horizontal Filter
The horizontal filter has been provided on stripped ground level downstream of the impervious core/transition zone and has been connected with inclined filter downstream of impervious clay core. A minimum slope of 1 in 100 has been provided towards the toe drain for quick disposal of seepage water. The filter material shall satisfy the filter criteria. Though the thickness of horizontal filter required is small but for practical consideration a thickness of 1,5m has been provided. The horizontal filter has been provided to collect seepage from the foundation and the filter and minimizes possibility of piping along the dam seat.
7.7 Safety of slopes
7.7.1 Upstream Slope Protection
Dumped rock riprap by far is the most preferable and adopted type of protection for the upstream slope. It has the advantage that the energy dissipation of the wave is achieved as the wave rides and hence wave run up on the dumped pitching is much less as compared to wave run up on smooth hand placed pitching or concrete asphalt pitching. The requirement of hand placed rock rip rap for the same wave height is about 1.2 to 1.5 times more than that of dumped rock np rap due to smoother surface. However placement of rock rip rap would require consideration of economic aspects.
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For the Arjo Dedessa Dam, dumped rock rip rap of 1000mm thickness has Deen proviaeo over a filter thickness layer of 500 mm. Thickness of rock np rap nave been computed taking in to account (i) Wave height (ii) EmDankment slope (iii) Weight of average size of rock
(iv) Rock specific gravity
A well-graded rock riprap will exert less pressure and stress on the filter
7.7.2 The rock for rip rap
The rock np rap shall be hard, dense and durable and snail be resistant to weathering and wave pounding It should not crumble on long exposure to water, frost and air. It consists of Doulders of blasted rock fragments Filter below rock rip rap have been provided to prevent waves action from eroding of the underlying embankment material by the suction effect.
7.7.3 The Dumped rock rip rap thickness
The rock size generally provided is given Delow in tabular form
The dumped rock rip rap should have the following characteristics of dumped stone or rock fragments.
i) Quality of rock
ii) Weight or size of individual pieces
iii) Thickness of rock rip rap
iv) Shape of rock fragments or stones
v) Effective nes ano stability of filter on which np rip in placed
Se no.
Maximum Wave Height in (m)
Minimum Average rock size D 50 in mm
Minimum rock rip rap thickness (mm)
1
0-1.5
300
600
2
1.5-3.0
400
750
3
3.0 and above
700
1000
For Arjo-Dedessa Dam the minimum thickness of dumped rock rip rap provided is of 1000 mm size considering the quality of rock rip rap available in the area.
7.7.4 Placing of Rock Rip rap
The rock rip rap need not be compacted but shall be placed to grade in a manner to ensure that the larger rock fragments are uniformly distributed and the smaller rock fragments serve to fill
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the spaces between the larger rock fragments in such a manner as will result in well keyed, densely placed, uniform layer of rip rap of specified thickness. Hand placing will be required only to the extent necessary to secure tne results above
In the placement of rock rip rap care is taken to prevent segregation which could result in erosion of areas wnere small stones are concentrated or in washing of beading material through pockets, of large stones. It is also necessary to provide a blanket of graded gravel underneatn the rip rap to guard against the danger of finer particles being sucked out of voids The rip rap nas Deen extended 1.5 m below MDDL. The rip rap accordingly for upstream slope has been provided from crest elevation of 1360.6m to 1348 5m
7.7.5 Upstream slope of cofferdam
The upstream slope of the cofferdam is also exposed to the wave action during the river diversion and has been protected by providing 1.5m thick layer of waste material from rock quarry
The criteria of minimum rock size implies that the rip rap should be composed of rock, half of which size should be iarger than the recommended D50 size for a given height. The rock should be well graded from a maximum size of above 15 times the average size varying down to 2.5 cm spells to fill the voids between rock and to provide a reasonable degree of protection to the underlying filter layer. The normal size of rock ‘D’ is determined assuming the rock fragments to have a volume between that of sphere and a cube or
Where, r = unit weight of stones in kg/m3
and W = weight of stone in kg considering r = 2100 kg/m3
D= 0.08 w1/3
On the above basis the thickness and gradation of dumped rock rip rap for Arjo-Dedessa dam proposed to be adopted are as below
I Thickness of dumped rock rip rap = 1000 mm
II Maximum size of stones 40% to 50% greater than 50% to 60% for
up to 10% less than
= 2000 kg or 1000 mm
1000 kg or 800 mm
= 45 -100 kg or 300 mm 45 kg or 300 mm.
Sand and rock dust to be less than 5% by weight of the total rock rip rap material.
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7.8 Stability Analysis
7.8.1 Factor of safety method
May 2007
Different methods have been developed for computing factor of safety SLOPE/W and SEEP/W software developed by GEOSLOPE international (Canada) for analyzing factor of safety uses different methods and all these methods are based on Limit Equilibrium Formulation except finite element method
The General Limit Equilibrium GLE formulation is based on two factors of safety equations and allows for a range of interslices snear-Normai force assumptions One equation gives factor of safety with respect to moment equilibrium (Fm), while the other equation gives the factor of safety with respect to horizontal force equilibrium (Ff). The General Limit Equilibrium (GLE) method satisfies both moment ano force equilibrium by finding the cross over points of the (Fm)
and F curves. The GLE method encompasses all other methods regardless of
f
slip circle shape.
GLE method in SLOPE/W can accommodate a wide range of different interslice forces functions & All the methods are characterized more by the equations of static satisfied and the manner is which the interslices forces handled than by the shape of the slip surface
The software analyses large number of slip circles based on the methodology developed by Fellenius, Bishop, JanDu, Spenser GLE, Morganstem - Price, Corps of engineers, lower Karafiath, Sarma and gives the minimum factor of safety for the critical failure surface. The method developed by Morganstem - Price considers both for the horizontal force equilibnum (F ) and moment equilibnum (Fm) for giving the minimum factory of safety His method is
r
considered preferable as the moment equilibrium on individual slice is used to calculate interslice shear force.
Stability analysis has been carried using SLOPE/W ana SEEP/W software As regards stability of slopes of the dam body although earthquake loading is cyclic ioading and has dynamic loading effect, for the feasibility study report of Arjo-Dedessa Dam, only pseudo static analysis has been carried out by taking the horizontal seismic coefficient value a /» = 0.05g Vertical coefficient a v is taken as half of the value of horizontal seismic coefficient, which works to be 0.025g These values of seismic coefficient have been adopted from the "Seismic Hazard Map of Ethiopia and its Northern and Eastern neighboring countries".
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7.8.2 Steady State Condition
Downstream Slope
May 2007
Stability analysis for the downstream slope of Arjo-Dedessa Dam under steady state condition has been done by considering full reservoir level (FRL) and no water level on the downstream side of the dam both for with and without earth quake loading condition.
Upstream slope
The upstream slope stability under steady state condition has been checked for both under Normal condition and with earthquake loading condition.
7.8.3 Construction condition
On completion of construction of embankment dam the pore pressure is partially dissipated The residual pore pressure depends upon the compaction methods ano the moisture content during construction period and depends upon the rate of raising of the dam The residual pore water pressure is based on the pore water pressure ratio 'Ru'. Which is given by
U = Ru. y t. Hs
Were y t = total unit weight
Hs = the height of the soil column
The values of 'Ru* vanes for 0.1 to 0.6. In the present case tne value of 'Ru considered is 0.4 for analysis.
7.8.4 Sudden Draw Down Condition
For the stability analysis of upstream slope of the Arjo - Dedessa dam the critical condition is sudden draw down condition and the same has been considered. The factor of safety depends upon the rate of dissipation of pore water pressure and the rate at which the draw down takes place from the full reservoir level condition to minimum draw down condition by the discharging capacity taking place over the spillway and of the irrigation outlet. Since the imgation out let discharge is limited, the draw down taking place below the full retention level of dam of 1356.0m to MDDL level of 1350.0 will be slow with the discharging capacity of both the
3
irrigation outlet, being about 17.0 m /sec.
7.9 Properties of Materials
The following properties of the clay materials have been adopted as design parameter based on the test results of clay materials from different borrow areas conducted in the CDSCO laboratory. These values have been considered for stability analysis of the dam section.
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Table 7.3: Properties of the design parameter for the clay core
No
Properties
Unit
Core Material
1
V sat (Moist Unit Weight)
KN/m3
18.6
2
T sub (Submerged unit Weight)
KN/mf
8.8
3
T moist (Moist Unit Weight)
KN/m3
18.4
4
Total cohesion C
KN/m3
38
5
Total angle of internal friction
Degree
26
6
Effective cohesion C'
KN/m3
0
7
Effective Angie of friction [gd
20.26 V9.81x0.46
20.26 " 2.124
= 9.54
2g
9.322
d 2x 2x9.81
= 4.42/d22
Substituting values in the equation above D/s TEL = d + ha
2
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Using Horizontal type of Hydraulic jump
d 2=0.5 d,[^i + 8/2 - lj
= 0.5 x 0.46 + 8 x (9.94)2 - lj
= 0.5 x 0.46 x 26.00
= 5.98 m
Since Froude number is more than 4 5 Basin Type II shall be used From the graph between Froude's number and length of Basin for Froude number 9 54
Length of Basin =4.3x5.98 =25 7 say , 26.0 m
May 2007
Minimum Tail water depth required from graph between Froude Number and Tail water depth (Design of small dam by USBR)
Tail waterdepth
0.46 “
Min Tail water depth = 13.4 x 0.46 To be achieved = 6.16 m
say 6.2 m
Basin Appurtenances (From the IS standard)
• Chute block, Height, Width and spacing
D, = 0.46m say, 0.50 m
Spacing from side wall
d. 0.50 2"2
= 0.25 m
= 0.25 m
Chute Blocks shall be provided at junction of horizontal floor and slope of chute
Basin Blocks shall be provided at a distance of 0.8 D2 form the junction of horizontal floor and slope of chute = 0.8 x 5.98
= 4.78 m. say, 5.0 m
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• Basin Block
Height of Basin Block shall be taken from Graph of Froude Number versus -t- IS code 4997- 1968
For Froude Number: 9.54
A. = 2.35
0,
hb = 2.35 x 0.50
= 1.17 say 1.20 max
Provide hD = 1.20 m
Top width = 0.02 hb
= 0.02 x 1.2 m
= 0.24 m
Provide 0 25 rr
Slope D/S shall be 1.1 and U/S shall be vertical Spacing and length of blocks W = 0.75 hb
= 0.75x1.20 = 0 90
Provide 1.0 m Spacing from sidewall = 0.375 hb
= 0.375x 1.20 = 0.45
Provide 0.5 m
May 2007
• End Detail Sill Height (h )= 0.2 D
2
t
= 0.2 x 5.98
= 1.196 m
Provide 1.25 m
Top width = 0.02 D2
= 0.02 x 5.98
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= 0119m
Provide 0 125 m
Spacing and length at bottom = 0 15 Dz
= 015x598 = 0 79 m
Provide 0.90 m D/S Slope 3:1, U/S Slope vertical
May 2007
End sill shall start right from side wall ana no gap from side wall shall be provided The Appurtenances for stilling Basin II are snown in Fig. 11.1
• Tail Channel Design
It is assumed that in the tail channel the velocity shall be kept at 1.5 m/sec The width of the channel is kept the same as kept for the spillway chute
The width provided snail be 125.0 m Assume depth of water of 6 0 m in tail channel The discharge in tne tail channel is given by
Q = AxV
That is area of cross section of the tail cnannei required is 776.7 sq m and area provided in the tail channel is:
Area of 6.0 m depth of channel with side slopes 1.1
A = (b + nd) d
= (125 + 1.5x6) 6.0
= 784.0 ml sec
The area provided is more than required area
The bed Slope is calculated by using Manning s formula as given below
V=-A2/,S,/1 where
n
n = is the rugosity coefficient and taken as 0.025 for rough surface
Hl
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Wetted Penmeter is computed as R = —
>4 784.0
P 125 + 2x1.41x6.0
784.0
” 125 + 16.92
= 5.52 m
/t 2ZJ = (5.52)1'3
= 3.123
v x n
1.5x0.025
3.123
0012
Bed slope S = 0.000144 i.e 1 in 6944 Say 1 in 7000
May 2007
At the end of 500 m length after the basin, bed drop will be
= -^- = 0.070 m
7000
Bed Elevation = 1338-0.07 m
= 1337.93 m
• Free Board In the Channel
Free board in the channel conducted flow at supercntical stage, surface roughness, wave action air bulking and spray are related to the velocity and energy content and is given by the empirical relation as below.
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Free Board (in feet) = 2.0 + 0 025 v \[d
= 2.0 +0.025 x 1.5 X
= 2.0 + 0025x 1.5x1 81
= 2.06 ft: or
=08m
say 1.0 m
Top or Bank elevation of channel
= Water elevation + Free Board
= 1344 0 + 1.0
= 1345.0 m
• Elevation at different places
Bed eievation of Tail water channel = 1344 00 - 5 98
= 1338 02 m say 1338.0 m
Water elevation in the channel = 1338.0 + TWL = 1338.0 + 6.0 =1344 00
Water level in Tail water cnannel at 500 m D/s
DIS =1344.0 - 0.07
= 1344 0 - 0 07
= 1443.93
May 2007
Bed level at 500 m D/S in tail water channel = 1343.93-6 0
= 1337.93 m
• Free Board in stilling Basin; (from USBR):
Free board in stilling basin is provided so that stilling basin walls are not overtopped by the surges, splashes and sprays and wave action set up by the turbulence of the jump The surface roughness of flow is related to the energy dissipated in the jump and to the depth of flow in the basin.
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Free Board is calculated by the following empirical expression, which has performed
satisfactory
Freeboard (in ft) = 0 1 (v, + d,) (from USBR)
= 0.1 (20.26 + 6) x 3.28
= 8.6 ft
2.6 m
Top elevation of stilling basin walls
= Water elevation in basin * free board
= 1344 00* 2.60 m
= 1346 60 m
• Layout plan of spillway is snail in Fig 11.2.
11.2 Irrigation Outlets
Two Irrigation outlets, one near the left abutment for the Left Bank Primary Canal and the other
on the rignt flank saddle - 2 along with the intake structure for the Right Bank Primary canai are provided for withdrawal of water supplies from the reservoir in a regulated manner for meeting the Irrigation demand in the respective command areas. The control gate structure for each is provided on the upstream for regulating the releases as per the requirement of irrigation canal The gates are operated by a hydraulic hoist. As emergency gate upstream of the control gate has been provided for emergency operation if required
11.3 Irrigation Outlet for Right Bank Primary Canal
The irrigation outlet for the Right Bank Primary Canal has been located in the right flank saddle No-2. The onginal ground level at this location is at EL 1358.0 m. The drill hole ADS-2 has indicated the over burden of about 20.0 m at this section. The Irrigation outlet has been designed as a cut and cover conduit and placed on hard excavated rock stratum to carry discharge to meet the irrigation demands for command of 7450 hectare as per the data provided by the irrigation group The invert level of the outlet has been kept sucn that there is always a driving head of 0.6 m available during the lean period to meet the maximum peak demand of irrigation. The MDDL of the reservoir is at EL 1350.0 m and accordingly the invert level of the right bank irrigation out let has been fixed at EL 1348.0 m.
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3
An RCC duct of 1 5 m x 1.5 m square in section has Deen provided for carrying the discharge value of 7.52 m /sec The friction losses in the conveyance system have Deen computed using Manning's equation. Staunching rings to increase the seepage path have Deen provided at each of the construction joint at 5m c/c interval in the impervious core downstream of contoi gate structure The RCC conduit section after the construction, is back filled properly to raise it to the top elevation of EL 1360 6 m. The arrangement of the irrigation out let have Deen shown in the Drawing No. AD-F-DAM/
11.4 Irrigation Outlet for Left Bank Primary Canal
The irrigation outlet for the Left Bank Primary Canal have been located near the left abutment The alignment has been fixed much that the Rcc conduct of provided for irrigation outlet is in cut and cover section and is aligned away for the downstream toe of the dam. The Rcc duct section of 1 7 m x 17m square shape has been designed to carry a discnarge of 9 015 m3/sec for meeting. The water demand for imgation of the left bank primary canal. The MDDL of the reservoir is at EL 1350.0. The inlet level of the irrigate outlet has Deen fixed such that the duct is always carrying discharge to in the peak imgation demand in the lean season. For this the inlet has been kept at a level so that there is always a driving head of 0 6 m
The layout of the imgation outlet and intake structure with a control gate is shown in the layout drawing No. ADIP/DAM/27 & 28.
11.5 Hydraulic Design of Irrigation Outlet
Right Bank Primary Canal
Location: Right Flank Saddle No: 2
Design Discharge proposed through this irrigation outlet as provided by irrigation group = 7.521 m /sec for designing the irrigation outlet and providing a minimum head of 0.6m during the leanest period and ensuring the imgation outlet discharges to meet the peak demand The velocity with the minimum driving head of 0.6 m is computed by the relation
3
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Velocity = y/2 g h
= -72x9.81x0.6
= 3 43 m/Sec
Area of x-section the of irrigation outlet required A' = —
7.521
“ 3.43
= 2.19 sq m
May 2007
v
Adopting a square duct of RCC of size 2.0 m x 1 5m for meeting the requirement of water 7.521
Area of cross section required for discharge of 7.521 m3/sec is =
x-area of x-section of the duct provided = 2.0 x 1 5 sq. m = 3.0 sq m
7 521 Velocity generated with this area = —-—
=2.19 sq m Area of
of cross section provided Friction slope V= -R1,3S1'2
n
A = 3 sq m P = 7m
= 2.507 m/sec
Rm=0.57
V = —— x (0.57) S*'2
0.016
s u! _ V 2-5
35.5 35.5
• 11
~ 35.5
q = 0.071
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S = (0.71)2
= 0.005
or slope = 1m
Length of Duct =100 + 105
= 205m
205
Head loss due to fraction = —-
200
= 1 03 m
The gate and groove losses are assumed to be negligible
May 2007
c
Entry loss =--------
i 03 y2
2g
= 0.3x2.52
= 2x9 81
= 0.10 m
Loss of head through the trash rack is assumed negligible
. Velocity head at exit = —
V2
2g
0.2x2.5072 2x9.81
= 0.06 m
Total head loss = 1 03 + 0.10 + 0 06
= 1 19m
say 1.20 m
Full supply levels will be kept below the level = 1350 -1.2 - 0.6 m
= 1348.2 m
But Actual FSL provided is 1348.0 m and is ok.
The top level of the RCC duct will be kept at EL = 1348.00 - 0.15 (considering 0.15 m depth below canal FSL for duct to run full)
= 1347.85 m
Bottom level taking into account the thickness from EL. 1347.85 i.e 1347.85 -(0.5 + 0.5 + 1.5)
= 1347.85-2.5 = 1345.35 m
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Depth of water in the canal = 1 4 m (assumed) Canal bea level = 134800- 1 4m
= 1346 40 m
May 2007
The general arrangement of layout plan and sectional elevation and other details of the irrigation outlet for the Right Bank Primary Canal is shown in the Drawing No AD-F-DAM/25 & 26
11.6 Hydraulic Design of Irrigation Outlet for
Left Bank Primary Canal
Location: At the left Abutment near the crest of the aam
The discharge for the irrigation outlet for left Bank Pnmary Canal as has been provided by the irrigation group has been considered for the design of irrigation outlet.
Discharge = 9.02 m /sec
MDDL of reservoir EL. 1350.00 m
Minimum Driving head providea = 0.6 m
A cut and cover reinforced concrete duct is provided for irrigation out let from the reservoir Velocity V = y/lgh
= 72x9.81x0.6
= 3.43 m/sec
Area of cross section of the duct required for carrying the above discharge of 9.02 m3/sec
3
902 2,o
=------- m/Sec
3.43
= 2.63 sq. m
Provide RCC duct of size 1 7 m x 1,7m
X-section area of the Rcc duct = 1.7 x 1.7 sq m
= 2.89 sq. m
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Actual Velocity of flow generated in the duct = —
9.02
” 2.89
= 3 12 m/sec Provide sill level of the duct at = 1350 - 0 6 - 1.7
= EL 1347.7 m Layout and alignment of the RCC Square Duct
May 2007
Since the ground level is nsing on the downstream side of the dam aoutment, it is proposed to take the imgation outlet duct in excavation in rock. The concrete duct will be in straight alignment for the initial 18.0 m lengtn from the center of control gate snaft and there after the duct will be aligned at an angle of 145° with the center line of the outlet and taken straight for 110.0m length. The duct will then open out in the canal at a ground elevation of about 1353.0 This point will be at distance of about 110 0 meter from the cam axis ano about 50 0 m away from the center line of the cam axis. A general layout plan of the imgation outlet duct is shown in the Drawing No. AD-F-DAM/27 & 28
A control gate operated by a hoist is provided at the upstream of the gate shaft. An emergency gate on the upstream of the control gate is provided for operation in an emergency situation The diameter of the control gate shaft housing for the control and emergency gate is proposed to be of 6.0m internal diameter and centre of the well shall be at a distance of 15 0 m from the u/s edge of the dam.
v = 3.12 =—J?2/1S,/2
n
Where:
n = rugosity coefficient and is taken = 0 016 P = Wetted perimeter of duct
A = Area of the duct S = Slope of the duct
p
A 1.7x1.7
“ P ” 4x1.7
= 0.425
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R™ =0.565
.•.3.12 = —!— o.565 xS*' 0.016 x
nl/2 3.12x0.016
May 2007
2
or S '
12
=-------------------- 0.565
= 0.089
S = 0 0078
Total length of the duct =20 + 110
= 130 m
Loss of head due to friction = 0.0078 x 130
= 1.01 m
Adding 10 % for Dend and turn loss of head
Total loss « 1.10 m
.. The sill level on the downstream will be
=1347.7-1.10
= 1346.6 m
Full supply of canal assuming 1 4 m depth of water in the canal =1346.6 + 1.4
= 1348.00 m which is in order.
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I 1
] 1
1 1 1 1 1 1
1
1
Arjo-Dedessa Irrigation Project
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Table 11.1 Arjo Dedessa Irrigation Project
May 2007
Computation of Ogee Spillway Profile
**185 = 2 Hd*O85"Y For downstream profile
Hd
Upstrean
2.62 m
Downstream
Xi
Yi
Xi
Yi
-0707
-0 702
-0 694
-0 681
-0 668
-0.655
-0.642
-0.629
-0.603
-0.576
-0.550
-0.524
-0.498
-0.472
-0.445
-0.419
-0.367
-0.314
-0.262
-0.210
-0.157
-0.105
-0.052
0.000
•0.330
-0.305
-0.288
-0.266
-0248
-0.233
-0.219
-0.206
-0184
-0 163
-0.146
-0 129
-0.114
-0 101
-0.089
-0.078
-0.058
-0.041
-0.028
-0.018
-0.010
-0.004
-0.001
0.000
0000
0.250
0.500
0.750
1 000
1 250
1 500
1 750
2.000
2.250
2.500
2750
3.000
3.250
3734
0000
-0.017
-0 061
-0 130
-0.221
-0.333
-0 467
-0.621
-0 795
-0.988
-1.201
-1 433
-1.683
-1 952
-2.523
Tangent Point Coordinates
The slope of the downstream glacis = 0.8 H : 1V X 3.734 m Corresponding Y =
m
-2.523
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i
i
FROUOE NUM0E R iF0
RECOMMENDED LENGTH FOR- BASIN II
j-BaS/n BlOCk
-4-375 r>b
CHUTE
/’'eV
—z-o-03^ w.o.15o,r
\ l>0-75*»b
/ » • (MS D-
j7
% * O’j 0;
• f-
S^OPE 1:1
□CMTaTCD
SlLu
Slope m
Dimension Sketch foil Basin IIArJoDedessa Irrigation Project
Dam Appurtenant Works
12 HYDRO POWER GENERATION 12.1 Planning & Design for Irrigation
May 2007
The dam and appurtenant works have Deen planned ano designed basically tor providing irngation in a gross command area of about 17 825 ha located on both banks of river Dedessa downstream of the dam as required in the TOR of the Feasibility Study Accordingly the values for design decision vanables, parameters and control levels have been finalized as follows
Top level of dam crest
FRL
MWL
MDDL
FSL of Canai on either side
Gross storage
Live Storage (between EL 1351-1356)
EL 1360 6 m
EL 1356 0 m
EL 1358.6 m
EL 1350 m
EL 1348 m
1341.6 Mm3 466 49 Mm3
It has been observed that enough water resources are available at the dam site. The mean
annual flow is 2328 Mm3 However the requirement for irrigation in final pnase is only 195
Mm3. But the requirement of FSL in the canals is comparatively high in order to provide irrigation by gravity flow. Accordingly the MDDL has been restricted to EL 1351m only though the zero-elevation after the distribution silt in the reservoir works out to EL 1346 m. Therefore, live storage only between EL 1356 to 1350 is utilized against total gross storage of 1341.6 Mm3 With these control levels, the required success in terms of reliability for irrigation project is achieved.
The scope of increasing the utilization by expanding the command area has been examined But it has been found that there is no such scope due to topographic features.
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12.2 incidental Power Generation
May 2007
The scope and possibility of power generation with the proposed design features nave oeen examined Since the canals are contour canals with comparatively higher value for FSL, there is very little difference between FRL of the reservoir and FSL of the canal Thus there is no scope for generation of hydropower from the irrigation water being released through the outlets. However the scope and possibility of generation of hydropower by releasing the balance water of storage as well as water available through run-of-the-river into the river and locating the powerhouse near the river bed have been studied For this the centerline of the turbine has Deen assumed at EL 1317m against the river bed of EL 1320 and downstream normal water level of EL1323m. The preliminary study indicates that a firm power of 5Mw can oe generated with 85% reliability and the power generation will be 7Mw for 50% reliability However omy 3Mw of hydropower will be generated with 95 to 97% reliability
12.3 Generation of Optimum Hydro-power
As discussed above the utilization water for irrigation is only195 Mm3 against the total annual availability of 2398 Mm3 Thus the site provides scope of harnessing the balance available water which is quite considerable, for generation of power generation But this will require to increase the storage capacity by raising the height of the dam above what has been planned for the requirement of irrigation only. Several trial runs have been made for carrying out the simulations studies for power generation by increasing the dam height successively These studies indicate that with FRL increased to EL 1376 m (against the presently proposed FRL at EL 1356 m for meeting the requirement of irrigation only), a firm power generation of 20 MW can be achieved. Assuming a load factor of 0.6, the installed capacity may be 33.33 MW Thus in order to harness the available potential for hydro-power generation the dam height may have to be increased by about 20 m, which is quite considerable height and will require several major changes in the general layout and other design decision variables and parameters.
12.4 Need for Pre-Feasibility study
In order to facilitate final decision about generation of hydro-power there is need to undertake a pre-feasibility study to establish the technical feasibility along with economic viability for harnessing the optimum power potential available at this site This study will take into ---------------------------------------------------------- -------------------------------------------------------------------------------123
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DamAppurtenantWork^^^—
considerations the location of the appurtenant works, along with increase in dam heig consequent increase in suDmergence. The increase in dam heignt will require to re
spillway facilities, relocate the outlets on both-left & right - banks. This will also require t the neight of saddle dam The need or otherwise of any other saddle dam may
identified along with other aspect of submergence under the proposed reservoir Pre feasibi ty study will be able address all these relevant issues and will facilitate the final division abou inclusion hydro-power generation in the Project
(b.2) Power duration curve for FRL = 1356m - Option II
(b.3) Power duration curve for FRL ■ 1356m - Option III
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Bevation-Area-Capacity Curve for Arjo Odessa Reservoir
Volume (Million Cu.M)
Figure 12.1: Eievation-Area-Capacity Curves of Arjo Dedessa Reservoir
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REFERENCES
1 Land and Water Resources of Blue Nile Basin 1964 by USBR
May 2007
2 Preliminary Water Resources Development Master Plan for Ethiopia 1990 by WAPCOS
3. Abbay River Basin Investigation Development master Plan 1998, by BCEOM
4 'Design of Small dams’ by United states Department of Interior, Bureau of Reclamation
5 US Army Manual 'Earth Embankment EM 1110-2300' 31st duly 1994
6 US Army Manual Engineering and Design - Hydraulic design of reservoir outlet structure Engineering Manual EM 1110-2- 1602 1st August 1963
7 US Army Engineer Manual EM 1110-2- 1603 Hydraulic design of Spillways 31*’ March
1965
8. US Army Engineer Manual Engineering and Design Stability of Earth and Rock fill Dams EM 1110-2-1902 1st April 1970
9. ICOLD-1994 Embankment Dams - Granular Filters ana Drains - Review and Recommendation.
10 Sherard JL, Dunnigan LP ana Talbot JR 1984 (a) Basic properties of sand and granular filters, Journal of Geotechnical Engineering ASCE
11 Sherard JL, Wooa word RJ, Giezienski SF- "Earth and Rock fill dam"
12. Thomas M LEPS, Rock fill Dam Design and Analysis
13 Report of Geophysical Observatory Addis Ababa University Ethiopia dt June 29, 2006
14 Earth quake History of Ethiopia and Hom of Africa by Pierre Gcuin Director of Geophysical observatory University of Addis Ababa, Ethiopia (1957-78)
15. Robin Fell, Patrick Mac Gregory and David Stapledon "Geotecnmcal Engineering of Embankment Dams."
16. Indian Standard Codes
i) IS 8826 -1978 " Guide Lines for design of large earth and rock fill dams ".
ii) IS 10635: 1993" Guidelines-Free board requirement in embankment dams"
iii) IS 7894 -1975
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iv) IS 1893 - 1984 Criteria for earth quake resistant design of structure (Third Edition)
v) IS 6934- 1973
vi) IS 155186 - 1994 "Criteria for Design of Chute spillways"
vii) IS 14815-2000
viii) IS 7500 - 2000 "Code of Practice for installation ano observation of cores and for measurement of Internal Vertical Moment in Earth Dams (First Revision)"
ix) IS 9429-1999 "Code of Practice Drainage System For Earth ano Rock fill Dam- First Revision"
x) IS 7356 (Part-I) - "Code of Practice for installation, maintenance and observation of Instruments for pore pressure measurements in Dam & Rock fill dam"
xi) IS 12200-1987 "Code of practice for provision of water slops out transverse contraction joints in Masonry ana concrete dams"
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Project :- Arjo - Dedessa Irrigation Feasibility
study
Client :• Ministry Of Water
Resources
Location Arjo - Dedessa
Object :- Soil samples
LABORATORY TEST RESULTS OF CLAY SAMPLE
1 Soil samples
Grain size
distribution
Atterberg limit
Compaction
Shear strength
N*
Location of
Boro hole
Depth In
(m)
Specific
gravity
Gravel
%
Sand
%
Fine
%
LL
(%)
PL
(%)
PI
(%)
Free
Swell
(%)
Linear
shrinkage
(%)
Natural
OMC
%
MDD
kg/m3
Permeability
cm/sec
C
KN/m2
□
DEG.
C’
KN/m2
0' F DEG.
Remarks
1
?
ATB TP 1
0254)85
2.70
0
2
98
64 20
36 00
26 20
60
-
•
-
-
ATB TP 2
020-0 90
2.54
0
7
93
60.60
34.60
26.00
40
3
ATB TP 3
020-2 10
2.54
0
1
99
68.20
38 10
30 10
50
5.10
34 89
1340
461x10*
4
ATB TP 4
0.10-0 80
2.56
-
•
-
62 60
24 00
40
12 16
36 20
1486
2.31x10*
5
ATB TP 5
030-1 10
2.54
-
-
-
64.20
38 60
40.20
24 00
40
1620
38.12
1326
24
29
6
ATB TP 6
020-2.40
2.54
0
8
92
58 60
41.60
17 00
30
15.45
4300
1273
1 64x10*
7
ATB TP 7
0 30-1.80
2.54
0
2
98
61 80
38.44
23.36
40
1834
43.50
1214
-
35
19
8
ATB TP 8
030-0 90
254
0
2
98
64 00
38 10
25 90
50
18.34
43.50
1214
-
36
27
9
ATB TP 9
0.25-1 30
256
0
8
92
60.40
35.26
25.14
40
11.98
35.00
1360
-
44
30
10
ATB TP 10
0.25-1 20
269
60 86
38.20
22 66
40
17.58
3903
1322
-
-
11
ATB TP 11
0 20-1 50
269
64.20
3020
60
1993
38.00
1349
-
39
27
12
ATB TP 12
0.20-1.90
2 85
6080
34 00
38.00
30.80
60
16 24
4020
1421
-
40
30
13
ATB TP 16
0 10-1 30
2.85
66.40
40.20
2620
60
13 18
27.25
1515
-
-
29
31
14
ATB TP 17
010-0.90
269
6280
44 10
1870
40
2022
35 00
1338
-
-
15
CHBTP1
0.10-0.90
2.76
0
4
96
56.7
35.08
21 62
5 62
32 21
1377
-
34
27
16
CHB TP 2
015-1
2.77
0
10
90
538
33.44
20 36
-
•
-
-
17
CHBTP3
0 351 90
2 78
0
5
95
55.2
327
225
5.62
33 16
1409
-
-
18
CHB TP 4
2-3.25
2.75
0
4
96
55.2
38.89
1631
6 13
33 00
-
37
30
19
CHB TP 5
020-1 75
2 79
0
7
93
59.1
42 52
16 58
50 64
8 24
34.50
1412
3311
1 59x10®“
20
CHB TP 6
0.301.30
277
0
7
93
597
40.76
18 94
-
-
-
-
-
21
CHB TP 7
0.25 0 80
2.74
-
•
-
5500
32 94
22 06
15.24
41.00
1624
-
22
CHB TP 8
0 40 1 30
2 76
0
7
93
55 00
3294
22 06
-
-
-
-
-
23
24
CHB TP 9
0.20-1 60
2 75
0
2
98
585
31.34
27 16
45 08
8 24
30 00
1422
37
25
DHB TP1
0 10-2.10
269
0
4
96
60 80
40.58
20.22
40
12 02
37 50
1370
3 14x10®”“
25
DHB TP 2
0.20-1 50
2.68
-
-
-
63 80
43 68
20 12
-
-
-
-
26 DHB TP 3
0 25-1 75
2 69 0
1
99
71 401
48 9
22 5
50
-
-
•
-
-
_______________________________________________________________________________________________________ 128
Water Works Design & Supervision Enterprise
In Association with Intercontinental Consultants and Technocrats Pvt LtdArjo Dedessa Irrigation Project
Dam Appurtenant Works
May 2007
27
DHB TP 4
0 30-1 90
2.69
68 70
3953
29.17
60
20
DHB TP 5
0.20 3 00
269
0
9
91
54.90
51.09
381
40
29
DHB TP 6
0 15-1 40
2.69
63 60
45.62
17 98
30
DHB TP 7
0 30 1 90
2.68
63.50
43.71
19.79
50
11 97
36 O0
1440
37
24
31
DHB TP 8
020-1.00
268
60.7
40 23
20.47
52.13
32
DHB TP 9
0.85-1.45
269
669
18.79
48.11
33
DHB TP 10
0.20260
2.69
0
4
96
60.3
39 51
2079
13 27
41 50
1280
34
DHB TP 11
0 20-2 10
2.69
0
2
98
65.3
37.87
27.43
25.72
3881
1420
30
31
35
DHB TP 12
020-1.75
2.85
0
1
99
624
44 79
1761
40
-
40
30
36
MBTP1
020 1.40
2.70
66.80
42 89
23.91
40
14 26
41.00
1660
6 2x10’®
46
28
37
MBTP3
0.20-1 50
2.52
7260
41.22
31.38
60
38
MBTP4
0.15-1.70
2.64
67.30
43 84
23 46
50
57 94
12.02
40 12
1365
39
MBTP5
0.30 1 70
2.64
64 62
36 42
282
40
MBTP7
0.70-1.30
2.64
0
2
98
61 10
38 92
22 18
40
41
MBTP8
0.20-1.90
264
0
2
98
71.30
32 83
38 47
50
42
MBTP9
0 15-1 80
264
2
2
94
65 80
3948
2647
40
-
43
24 00
1295
43
MBTP10
1.10-2.20
2.64
0
6
94
64 00
42
26.32
70
1562
38 25
1420
44
OB TP 1
1-1.50
62.20
40.25
21 95
50
45
OB TP 2
0 90-1.10
63 50
43 24
2026
60
46
OB TP 3
0 90-1 30
-
-
-
-
63 00
4075
2225
60
-
-
-
-
Note: The necessary graphs and data sheets for Grain size distribution, Triaxial, Compaction and consolidation tests are
attached
129
Water Works Design & Supervision Enterprise
In Association with Intercontinental Consultants and Technocrats Pvt. Ltdu
Arjo Dedessa Irrigation Project
Dam Appurtenant Works
LABORATORY TEST RESULTS OF SAND SAMPLE
2 Sand Samples
May 2007
Grain size
distribution
Organic Content
Unit weight ( Kg/m3 )
R. density
N°
Location of
Bore hole
Depth
in
( m)
Specific
gravity
Gravel
%
Sand
%
Fine
%
(%)
(•/.)
(•/.)
Free
Swell
(%)
Loose (%)
Field
m
(%)
Dense
cm/se
c
C
KN/
m2
□
DEG.
c
KN/
m2
0
DEG.
Rema
rks
47
Lokosefera 1
2 55
4
90
6
-
4
60
48
Lokosefera 2
2 55
0
95
5
3
62
49
Loko bridge 1
2.55
6
80
14
4
59
50
Loko bridge 2
2.55
6
94
0
-
51
Borche 1
2 55
5
88
7
52
Borche 2
-
2.55
4
78 Ll8
-
-
- L-
130
Water Works Design & Supervision Enterprise
In Association with Intercontinental Consultants and Technocrats Pvt LtdArjo Dedessa Irrigation Project
Dam Appurtenant Worts
Laboratory Test result of Rock Sample
May 2007
3. Rock Samples
N* Location of
Bora hole
Depth In
(m)
Porosity
<%)
Unit weigh ( Kg/m’)
Water
absorption
(%)
Specific
gravity
Point Load ( Khi/m )
Dry SSD
ucs
(KN/m2)
Abrasion
(*)
Soundness
(%)
Organic
content
Unit weight ( kg/m )
z
y
Loose
y
field
y
dense
y
R.Density
1
AD1
11.63-11.93
360
342
2
AD1
12.75-12.88
797
822
•
3
AD1
13.58 13 70
964
920
28480
4
AD1
17.16-1730
420
372
16800
3.19
5
AD2
11.80 12.00
736
846
24380
-
6
AD2
16.18-16.30
844
732
23122
•
7
AD2
23.30-23.50
634
680
26720
4 14
8
AD2
25.25-25.35
962
842
22236
-
9
AD2
36.65-36.92
840
726
31120
10
AD3
1355-1368
970
840
27542
-
11
AD3
21.8022.13
622
570
92182
12
AD3
24.30 24 90
1455
1380
36376
2.16
13
AO3
27.10 27.23
703
690
21082
-
14
AD3
30.73 31.10
923
870
27690
-
15
AD4
13.10 13.26
•
-
25264
-
16
AD4
17.15 17.35
876
724
28032
-
17
AD4
16.00 16 10
932
866
21015
18
AD4
21.3021.47
-
31436
-
19
20
AD4
27.52-27 75
•
-
25220
3 24
AD5
21.50-2163
832
880
26340
-
21
AD5
16.55-16.63
640
736
24936
-
22
KD5
34.70-34.85
740
620
22540
-
23
kD5
40.7540.90
936
843
20420
•
24 Z
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