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TJC/FEA Dam Modelling with LUSAS LUSAS Marketing Department

Dam Modelling with LUSAS8520627.s21d-8.faiusrd.com/61/ABUIABA9GAAg7-nd0AUo2M7VwwY… · LUSAS CMM 5. Key Features of the Concrete Model Similar form to traditional non-orthogonal

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  • TJC/FEA

    Dam Modelling with LUSAS

    LUSAS Marketing Department

  • Overview of main dam types

    • Arch – Concrete

    • Buttress– Concrete or masonry

    • Gravity– Concrete or masonry or both

    • Embankment – Earth fill or rock fill

    TJC/FEA

    Model with LUSAS?

  • Concrete dam analysis

    KEY REQUIREMENTS• Staged construction analysis

    – Birth and death (element activation / deactivation)• Heat of Hydration modelling• Creep

    – CEB-FIB, Chinese creep code, General• Contact / rock interface modelling

    – Slidelines, interface elements• Thermo-mechanical coupled analysis• Concrete cracking material model• Comprehensive results viewing facilities

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  • Results viewing / processing

    KEY BENEFITS• Diagram, stress contour,

    vector and discrete values• Load combinations• Results plotting on slice

    sections through model• Graphing of nodal results• Animations of loadcases /

    construction sequences

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  • LUSAS Concrete Material Model

    • Is a Plastic-Damage-Contact Model constitutive model based on– Directional damage – Continuum plasticity– Rough contact theories

    • Was developed at Cardiff University in collaboration with LUSAS..

    • Underwent extensive validations using experimental test data

    • Has now been implemented in LUSAS

    LUSAS CMM 5

  • Key Features of the Concrete Model

    Similar form to traditional non-orthogonal crack model … But

    • Models cracking and crushing in the same model

    • Fully coupled Planes of Damage

    • Thermodynamically valid

    • Includes shear contact (aggregate interlock and crack closure)

    LUSAS CMM 6

  • Heat of Hydration modelling with LUSAS

    • Cement types I, II, III and V can be modelled• Effects of fly ash and ground granulated blast furnace

    slag can also be taken into account • Concrete properties that are appropriate for the time

    when the greatest temperature differential occurs can be specified to assess any possibility of cracking

    • User input of chemical composition for any cement type is possible.

    • Results have been validated against data provided by Professor Schindler and also against a standalone heat of hydration program

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  • Example Projects

    • Muela Dam, Lesotho– Concrete arch dam– Mott MacDonald and LUSAS

    Consultancy Services• Seismic analysis of the Tannur

    Dam, Jordan – Concrete gravity dam– LUSAS Consultancy Services

    • Cine Dam, Turkey– Concrete gravity dam – Jacobs Engineering Group

    TJC/FEA

  • Muela Dam, Lesotho

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  • Research uses

    • Use by one of the project partners on the EU-sponsored NW-IALAD project “Integrity Assessment of Large Concrete Dams”– CIGB/ICOLD (1999)

    benchmark dam– (also used for work on

    Koyna Dam, India)– (also used for work on

    Schlegeis Dam, Austria

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  • CIGB/ICOLD (1999) benchmark

    • Research on the CIGB/ICOLD (1999) benchmark

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  • CIGB/ICOLD (1999) benchmark (cont)

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  • Thermo-mechanical coupled testcase

    • Simplistic QA example but proves the facility • Test cube of concrete modelled with HF8/HX8

    elements. • Curing process is simulated and temperatures

    due to the heat of hydration are transferred to the structural analysis.

    • In the structural analysis the concrete cracking model is used and cracks can be observed when differential expansion is enough to cause principal stresses that lead to material failure.

    • The external thermal boundary conditions were chosen to emphasize the heat gradient across the concrete block, and in the structural analysis the block is free to expand unrestrained.

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  • Test cube example

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  • Thermal / Structural results

    • In the structural analysis the concrete cracking model is used and cracks can be observed when differential expansion is enough to cause principal stresses that lead to material failure

    • External thermal boundary conditions were chosen to emphasize the heat gradient across the concrete block, and in the structural analysis the block is free to expand unrestrained

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  • Test Cube Animation

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    Simplistic dam example

    3 stages of construction:

    Stage 1 Stage 2 Stage 3

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    Heat of Hydration analysis

    Section slice through the model showing maximum temperature differential at each casting stage

    Stage 1 Stage 2 Stage 3

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    Heat of Hydration analysis: Animation

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    Semi-Coupled analysis with creep

    Maximum surface stresses in dam for each casting stage

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    Semi-Coupled analysis: Animation

  • Embankment dams

    Coupled pore/fluid diffusion/stress analysis:

    • Model partially saturated fluid flow through porous medium where the position of the phreatic surface (the boundary between fully saturated and partially saturated soil) is of interest.

    • Include the influence of the pore fluid weight on the solid skeleton only (excess pore pressure solution) or on both the solid skeleton and fluid (total pore pressure solution)

    TJC/FEA

  • Coupled pore/fluid diffusion/stress analysis

    • Use a default analytical capillary pressure relationship or define a piece-wise relationship in a tabular form...

    • Specify different filling (or absorption) and draining (or exsorption) capillary (or pore water) pressure–effective saturation curves, as well as a scanning curve for transition between absorption and exsorption.

    TJC/FEA

  • Coupled pore/fluid diffusion/stress analysis

    • In addition to prescribed head (pressure) and impervious (closed) boundary conditions, inflow/outflow over a boundary can be considered

    • It is also possible to control the boundary condition automatically when a phreatic surface meets a boundary surface using lift-off supports

    • The initial equilibrium state can be established via a geostatic analysis step

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  • Embankment Dams

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    • Groundwater flow

  • Embankment Dams

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  • Embankment Dams

    • Trapezoidal earth dam with drainage toe

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  • Corporate 28

    Selected LUSAS users

    plus many more...

  • Dam details• Details of Schlegeis dam from Zenz, Aigner &

    Perner (1999)• Double curvature concrete arch-gravity dam• Height 131m, Crest length 725m• Crest width 5m, • Maximum thickness 34m• Constructed 1969 to 1971. • Full storage level reached in 1973• Foundation material Granite-Gneiss rock

    Schlegeis Dam, Austria

  • Loadcases

    • Self weight• Hydrostatic • Uplift• Temperature

    (excluded here)

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  • Modifications to Dams

    Adding spillways and fish holes using boolean operations

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  • Analysis with Nonlinear Concrete and Rock

    • New nonlinear material model applied to concrete and rock– Craft Plastic Damage contact model in LUSAS– Consistent formulation

    • Fully bonded interface• Dead, hydrostatic and uplift loads (as per previous problem)• Solution using full Newton with arc-length procedure with

    automatic step selection features in LUSAS• Load factored until load reduces or convergence not achieved

    – This produce gives unreal hydro loading but does give indication of FOS

    • Tighter tolerances than previous analyses 0.0001 for force and 0.000001 for displacement norm

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  • Results

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  • Minor principal stresses on u/s face

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  • Major principal strains u/s face

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  • Corporate 36

    Summary

    • LUSAS provides you with advanced material models, analysis facilities and general modelling tools including:– Heat of Hydration modelling– Creep, – A state-of-the-art concrete cracking material model

    • With LUSAS you can carry out stability assessment and new design of most/all (?) types of concrete and masonry arch, buttress and gravity dams