soil consolidation 1

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    Soil ConsolidationPart 1

    KAEA 3233 - SOIL MECHANICS II

    Department of Civil Engineering

    Faculty of Engineering

    University of Malaya

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    Unsuitable ground

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    1.0 What Is Consolidation

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    What Is Consolidation

    unlike

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    Ground Settlement

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    Consolidation Theory

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    Effect of  on ’  

    START Soil Particle

    •  may be taken up by soil particles if they are allowed tomove and rearrange. However,  was not taken up by soilparticle as movement of solid particles are restraint by water

    in the pores (water is incompressible); hence pore water isthe one that picking up the  

    Pore water

     is taken up by pore water

    ue = us +  

    where ue = excess pore water pressure

    us = static pore water pressure (before P

    is applied)(atmospheric pressure)

    1.1 Consolidation Theory

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     AT TIME t

    Soil Particles

    • Rearranging while pore water dissipating (flowing out)

    •  is being transferred gradually to soil particle.

    Pore Water

    • Pore water draining out due to existence of pressuredifference (ue and us). This process is known asdissipation of pore water pressure and will continue untilpore water pressure ue reduces to uss (steady state porewater pressure)

    • The soil at this state is said in drained condition. Beforedissipation of pore water, the soil is said to be inundrained condition. The time required for pore water todissipate depends on permeability of the soil.

    Consolidation Theory

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    COMPLETE Soil Particles

    • New particle arrangement established.

    • All  is taken up by soil particles

    Pore water

    • All  been completely transferred to soil particle ’ 0 + ’  

    • Dissipation of pore water pressure is completedwhere ue has reached uss

    • Soil is said to be in drained condition

    Consolidation Theory

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    Consolidation Analogy - 1-Dimensional

    water  pore watervalve  flow control (soil permeability)Load P  pressure/external loadspring  soil solid particle

    Spring andpiston system

    State of the System Spring Pore Water

    Equilibrium ’ 0  u0 

     Applied Load P () ;closed valve

    ’ 0  u0 +  

     Applied Load P () ;opened valve( = a + b)

    ’ 0 + a  u0 + b 

    Complete ’ 0 + ’   u0 

    For clay soil only

    Consolidation Theory

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    Consolidationprocess –

    stages of , ’and u 

    Consolidation Analogy - 1-Dimensional

    Consolidation Theory

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     So….. Consolidation 

    Definition:

    Gradual reduction in volume of fully saturated soil of low permeabilitydue to drainage of some of the pore water, the process continuing untilthe excess pore water pressure set up by an increase in total stresshas completely dissipated.

    End results:Consolidation settlement which can be measured by recording levels atreference points on the ground surface

    Consolidation progress measurement:

    Through measuring changes in pore water pressure using piezometer.

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    BS 1377-Part5: 1990

     At the end of the test , draw curves of• Consolidation settlement against time•  Void ratio against stress

    1-D Consolidation Test – Oedometer Test

     Video: Consolidation Test

     Video: Soil sample preparation

    http://localhost/var/www/apps/conversion/tmp/scratch_4/Consolidation%20test.avihttp://localhost/var/www/apps/conversion/tmp/scratch_4/Soil%20sample%20preparation.avihttp://localhost/var/www/apps/conversion/tmp/scratch_4/Soil%20sample%20preparation.avihttp://localhost/var/www/apps/conversion/tmp/scratch_4/Consolidation%20test.avi

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    1-D Consolidation Test – Load Incremental Data

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     Void Ratio-Pressure Plots

    where:Ws = dry weight of specimen; A = area of specimen; Gs = specific gravity of soilsolids; w  = unit weight of water

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     Void Ratio-Pressure Plots

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    During compression, changes in soil structure continuously take place andthe clay does not revert to the original structure during expansion.

    Compressibility Characteristics

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     Void Ratio-Pressure Plots

     Video: NC and OChttps://spoonfeedme.com.au/course/148/super/soil101/geology-soil-and-

    geotechnical-engineering/video/12007

    https://spoonfeedme.com.au/course/148/super/soil101/geology-soil-and-geotechnical-engineering/video/12007https://spoonfeedme.com.au/course/148/super/soil101/geology-soil-and-geotechnical-engineering/video/12007

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    Preconsolidated Pressure

    1= 1

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    Effects of Sample Disturbance

    Normally consolidated Overconsolidated

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    The slope of virgin compression line for in-situ soil is slightlygreater than the slope of virgin compression line obtained fromthe lab test due to the fact that the soil has been disturbed during

    sample preparation.

    However, the void ratio at the beginning of the lab test (e0) is thesame for both in-situ and lab samples .

    Lab virgin line may be expected to intersect the in-situ virgin lineat ~0.42 e0 

    Effects of Sample Disturbance

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    Draw horizontal linerepresenting e0 and 0.42e0

    Draw vertical line ’ c until itcrosses the horizontal line e0 (label this intersection point

    as E)

    Extend downwards thestraight line of the lab curveuntil it crosses the horizontalline 0.42e0 (label thisintersection point as F)

    Connect EF which representthe straight part of the in-situcurve (in-situ virginconsolidation line)

    Construction of In-situ consolidation line

    In-situ virgin consolidation line

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    Label ’ 0 as current effectivestress

    Draw vertical line ’ 0  until it

    crosses horizontal line e0(label this intersection pointas G)

    Draw a parallel line with theaverage slope of the lab curve

    part (GH) from G

    In-situ overconsolidated line

    Construction of In-situ consolidation line

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    The result of a laboratory consolidation test on clay specimenare given in the table.

    Pressure (kN/m2) 25 50 100 200 400 800

    Total height ofspecimen at the end

    of consolidation (mm)

    17.65 17.40 17.03 16.56 16.15 15.88

    Initial height of specimen = 19 mm, Gs = 2.68, mass of dry specimen= 95.2 g and area of specimen = 31.68 cm2

    •  Plot e - log   ’        curve •  Determine the preconsolidation pressure•  Determine the compression index C c  

    Example 1