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DESIGN AND ANALYSIS
   OF A CONCRETE
   GRAVITY DAM
   UNDER THE GUIDANCE OF-
                DR. P. M. PAWAR

Project Presented by:
                        1) RISSO JOHNNY
                        2)KAPU TAKAR
                        3)ATAN KETAN
                        4)THORAT MANOJ
                        5)SHAIKH ARSHANAJ
PROJECT
       OVERVIEW
 DESIGN bY CONVENTIONAL
  METHOD .
 SIMULATION bY ANSYS .

 STATIC & STRESS ANALYSIS bY

  STAAD PRO .
 OPTIMIzATION bY GENETIC

  ALGORITHM.
DAM
   DAM IS A SOLID bARRIER
    CONSTRUCTED AT A SUITAbLE
    LOCATION ACROSS A RIVER VALLEY
    TO STORE FLOWING WATER .
TYPES OF DAMS :
EARTH DAM
 GRAVITY DAM
 ARCH DAM
 bUTTRESS DAM
SITE SELECTION
   Narrow gorgeCRITERIA enough
                or small valley with
    catchment area.
   Length of dam to constructed is less.
   Water-tightness of reservoir.
   Good hydrological conditions
   Deep reservoir
   Small submerged area
   Low silt inflow
   No objectionable minerals
   Low cost of real estate
   Site easily accessible
SITE
        INVESTIGATION
   Engineering Survey


   Geological Investigation


   Hydrological Investigation
LOCATION OF THE PROPOSED
      GRAVITY DAM
DIGITAL
PLANIMETER
SALIENT

                FEATURES
    Catchment Area =
    125000 sq.km
   Runoff = 142.3505 mm
   Yield = 1.775×1010 m3
   Rate of silting = 100m3 /
    Km2/year
   Dead Storage = 1250
    Mm3
   Live Storage = 250 Mm3
   Gross Storage = 1500
    Mm3
STAbILITY CHECK
   Self weight of the dam = 84883.722 KN
   Uplift pressure         = 31632.83   KN
   Hydrostatic pressure    = 33790.55   KN
   Resisting Moment        = 4313343.6 KNm
   Overturning Moment      = 2573564.51 KNm
   F.O.S against overturning = 1.678  > 1.5
   F.O.S against sliding     = 1.17   > 1
   Shear Friction Factor     = 4.1725 > 4
STRESS
          CALCULATION
         A) RESEREVIOR FULL
                CONDITION
    NORMAL STRESSES :
                     Toe = 1014.739 KN/m2
                      Heel = 357.15   KN/m2

   PRINCIPAL STRESSES :
                          Toe = 1774.00 KN/m2
                           Heel = 357.149 KN/m2
   SHEAR STRESSES :
                          Toe = 877.75   KN/m2
                           Heel = 45.70    KN/m2
STRESS
         b) CALCULATION
            RESERVOIR EMPTY CONDITION
   NORMAL STRESSES :
                          Toe = 157.05 KN/m2
                           Heel =1950.49 KN/m2

   PRINCIPAL STRESSES :
                          Toe = 274.56 KN/m2
                           Heel =1970.49 KN/m2
   SHEAR STRESSES :
                          Toe = 135.85    KN/m2
                           Heel = 195.02   KN/m2
Overview Of
             ANSYS
    ANSYS, Inc. is an engineering
    simulation software with its
    headquartered south of Pittsburgh in
    canonsburg Pennsylvania, united states.
   It is mainly associated with simulation of
    various mechanical components, dams,
    water tanks, etc.
   Simulation is the process of studying the
    behavior of a structure or a component
    before actually making it.
USe Of ANSYS iN OUr
           prOject
   SimUlAte the prOpOSed dAm SectiON
    with hYdrOStAtic lOAd, Uplift
    preSSUre ANd Self weight.

   check the priNcipAl, NOrmAl,
    mAximUm ANd SheAr StreSSeS At the
    tOe ANd the heel.
1) NOrmAl StreSSeS
                       1) ANSYS cAlcUlAtiONS:
A) At heel: 3.412e5 Pa               b) At tOe: 1.0388e6 Pa
                       2) mANUAl cAlcUlAtiONS:
A) At heel: 3.5715 e5 Pa             b) At tOe: 1.014e6 Pa
2) SheAr StreSS
                      1) ANSYS cAlcUlAtiONS:
A) At heel: 4.176e4 Pa              b) At tOe: 7.4235e5 Pa
                       2) mANUAl cAlcUlAtiONS:
A) At heel: 4.570 e4 Pa              b) At tOe: 8.7775e5 Pa
3) priNcipAl StreSSeS
                        1) ANSYS cAlcUlAtiONS:
A) At heel: 3.4289e5 Pa                b) At tOe: 1.17e6 Pa
                        2) mANUAl cAlcUlAtiONS:
A) At heel: 3.57e5 Pa                  b) At tOe: 1.774e6 Pa
Static & hydroStatic
 analySiS by uSing
   Staad Pro.V8i
About the STAAD Pro.V8i
    STAAD Pro.V8i is a modern
    sophisticated civil engineering software
    for the analysis and design of civil
    structures like low and high-rise
    buildings, dams, culverts, petrochemical
    plants, tunnels, bridges, piles, aquatic
    structures and much more!
uSe in our
     Project
 Static Analysis and
 Hydrostatic Analysis

  for DAM Section.
Static analySiS of
     Structure
   GEOMETRY OF DAM




        Dam Geometry
3d View of dam
dead & liVe load
  combination
fixed end
 momentS
diSPlacement of the
     Structure
hydroStatic PreSSure
      analySiS


      Hydrostatic Pressure Loadings
StreSS on
Structure
oPtimization of
    the dam Section
-   by genetic algorithm
dam Section
Problem
      Formulation
 Formulation of the problem in
  Mat lab.
 Constraint function i.e. Area

  computations.
 Unconstraint function i.e.

  Eccentricity computations.
Variables in
     constraint
      Function
a= 12%-16% of h

x= 40-50% of a

y= 10-15% of a
Matlab code
mat lab result
results aFter
         oPtimization
 Optimized section was obtained for
    Optimized section was obtained for
            a=12m
           x=40% of a
           y= 15% of a
   Dam cross sectional area was reduced
    to 3218.5715 square meter from 4405
    square meter.
   Base width was reduced by 1.7m from
    79.40m to 77.70 m.
oPtimizeD section
conclusion DraWn
Safe and optimal dam
section is obtained, which is
the most economical and the
safest in which no tension is
developed anywhere in the
dam section.
tHanK You

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dam

  • 1. DESIGN AND ANALYSIS OF A CONCRETE GRAVITY DAM UNDER THE GUIDANCE OF- DR. P. M. PAWAR Project Presented by: 1) RISSO JOHNNY 2)KAPU TAKAR 3)ATAN KETAN 4)THORAT MANOJ 5)SHAIKH ARSHANAJ
  • 2. PROJECT OVERVIEW  DESIGN bY CONVENTIONAL METHOD .  SIMULATION bY ANSYS .  STATIC & STRESS ANALYSIS bY STAAD PRO .  OPTIMIzATION bY GENETIC ALGORITHM.
  • 3. DAM  DAM IS A SOLID bARRIER CONSTRUCTED AT A SUITAbLE LOCATION ACROSS A RIVER VALLEY TO STORE FLOWING WATER . TYPES OF DAMS : EARTH DAM  GRAVITY DAM  ARCH DAM  bUTTRESS DAM
  • 4. SITE SELECTION  Narrow gorgeCRITERIA enough or small valley with catchment area.  Length of dam to constructed is less.  Water-tightness of reservoir.  Good hydrological conditions  Deep reservoir  Small submerged area  Low silt inflow  No objectionable minerals  Low cost of real estate  Site easily accessible
  • 5. SITE INVESTIGATION  Engineering Survey  Geological Investigation  Hydrological Investigation
  • 6. LOCATION OF THE PROPOSED GRAVITY DAM
  • 8. SALIENT  FEATURES Catchment Area = 125000 sq.km  Runoff = 142.3505 mm  Yield = 1.775×1010 m3  Rate of silting = 100m3 / Km2/year  Dead Storage = 1250 Mm3  Live Storage = 250 Mm3  Gross Storage = 1500 Mm3
  • 9. STAbILITY CHECK  Self weight of the dam = 84883.722 KN  Uplift pressure = 31632.83 KN  Hydrostatic pressure = 33790.55 KN  Resisting Moment = 4313343.6 KNm  Overturning Moment = 2573564.51 KNm  F.O.S against overturning = 1.678 > 1.5  F.O.S against sliding = 1.17 > 1  Shear Friction Factor = 4.1725 > 4
  • 10. STRESS CALCULATION A) RESEREVIOR FULL  CONDITION NORMAL STRESSES :  Toe = 1014.739 KN/m2 Heel = 357.15 KN/m2  PRINCIPAL STRESSES :  Toe = 1774.00 KN/m2 Heel = 357.149 KN/m2  SHEAR STRESSES :  Toe = 877.75 KN/m2 Heel = 45.70 KN/m2
  • 11. STRESS b) CALCULATION RESERVOIR EMPTY CONDITION  NORMAL STRESSES :  Toe = 157.05 KN/m2 Heel =1950.49 KN/m2  PRINCIPAL STRESSES :  Toe = 274.56 KN/m2 Heel =1970.49 KN/m2  SHEAR STRESSES :  Toe = 135.85 KN/m2 Heel = 195.02 KN/m2
  • 12.
  • 13. Overview Of  ANSYS ANSYS, Inc. is an engineering simulation software with its headquartered south of Pittsburgh in canonsburg Pennsylvania, united states.  It is mainly associated with simulation of various mechanical components, dams, water tanks, etc.  Simulation is the process of studying the behavior of a structure or a component before actually making it.
  • 14. USe Of ANSYS iN OUr prOject  SimUlAte the prOpOSed dAm SectiON with hYdrOStAtic lOAd, Uplift preSSUre ANd Self weight.  check the priNcipAl, NOrmAl, mAximUm ANd SheAr StreSSeS At the tOe ANd the heel.
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  • 22. 1) NOrmAl StreSSeS 1) ANSYS cAlcUlAtiONS: A) At heel: 3.412e5 Pa b) At tOe: 1.0388e6 Pa 2) mANUAl cAlcUlAtiONS: A) At heel: 3.5715 e5 Pa b) At tOe: 1.014e6 Pa
  • 23. 2) SheAr StreSS 1) ANSYS cAlcUlAtiONS: A) At heel: 4.176e4 Pa b) At tOe: 7.4235e5 Pa 2) mANUAl cAlcUlAtiONS: A) At heel: 4.570 e4 Pa b) At tOe: 8.7775e5 Pa
  • 24. 3) priNcipAl StreSSeS 1) ANSYS cAlcUlAtiONS: A) At heel: 3.4289e5 Pa b) At tOe: 1.17e6 Pa 2) mANUAl cAlcUlAtiONS: A) At heel: 3.57e5 Pa b) At tOe: 1.774e6 Pa
  • 25. Static & hydroStatic analySiS by uSing Staad Pro.V8i
  • 26. About the STAAD Pro.V8i  STAAD Pro.V8i is a modern sophisticated civil engineering software for the analysis and design of civil structures like low and high-rise buildings, dams, culverts, petrochemical plants, tunnels, bridges, piles, aquatic structures and much more!
  • 27. uSe in our Project  Static Analysis and  Hydrostatic Analysis for DAM Section.
  • 28. Static analySiS of Structure GEOMETRY OF DAM Dam Geometry
  • 29. 3d View of dam
  • 30. dead & liVe load combination
  • 32. diSPlacement of the Structure
  • 33. hydroStatic PreSSure analySiS Hydrostatic Pressure Loadings
  • 35. oPtimization of the dam Section - by genetic algorithm
  • 37. Problem Formulation  Formulation of the problem in Mat lab.  Constraint function i.e. Area computations.  Unconstraint function i.e. Eccentricity computations.
  • 38. Variables in constraint Function a= 12%-16% of h x= 40-50% of a y= 10-15% of a
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  • 43. results aFter oPtimization  Optimized section was obtained for Optimized section was obtained for a=12m x=40% of a y= 15% of a  Dam cross sectional area was reduced to 3218.5715 square meter from 4405 square meter.  Base width was reduced by 1.7m from 79.40m to 77.70 m.
  • 45. conclusion DraWn Safe and optimal dam section is obtained, which is the most economical and the safest in which no tension is developed anywhere in the dam section.