pore pressure-engineering geology

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    Geostatic Stress :

    is the stress acting at a point in a soil mass witha horizontal top surface. The total stress is

    computed as the total weight of a column of unit

    area above the point.

    v z

    Z

    Unit area

    Ground Surface

    unit weight of soil () is

    constant throughout the

    depth (z)

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    Pore Water Pressure

    Hydrostatic or geostatic pore water pressure is

    the pore water pressure in soil due to geologic

    conditions.

    Excess pore water pressure is the pore waterpressure that results when soil is loaded.

    Back pressure is the pore water pressure

    applied directly to soil specimens duringlaboratory testing.

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    Effective Stress

    Effective soil stress is not the actual stress

    acting at the areas of contact between soil

    particles.

    Effective soil stress corresponds to the stress

    transmitted through the soil mineral skeleton.

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    Karl von Terzaghi (1883 -1963):

    An Austrian civil engineer andgeologist, called the father of soil

    mechanics.

    He started modern soil mechanicswith his theories of consolidation,

    lateral earth pressures, bearing

    capacity, and stability

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    Effective soil stress is a stress state variable that is

    useful to characterize behavior occurring in saturated

    soils including volume change, permeability and shear

    strength

    The difference between total stress () and the porewater pressure (u) is equal to the effective stress ().

    'u

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    Consolidation of Saturated Soil

    When saturated soils are loaded, they

    develop excess pore water pressures that

    dissipate over time.As water flows from the soil the excess pore

    water pressures dissipate resulting in

    settlement.This process is referred to as primary

    consolidation.

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    Compaction - Consolidation

    Compaction means

    the removal of

    air-filled porosity.

    Consolidation meansthe removal of

    water-filled porosity.

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    V z

    z

    GL

    A

    Vertical stress distribution:

    If the water table is below the depth z;

    Where, v= max vertical stress (total vertical stress)

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    '

    v subz

    v sat sub wz z z wu z

    z

    GL

    A

    WT

    E l 1

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    Ground Water Table

    Dry Sand, dry = 16.5 KN/m3

    Clay, sat = 19.25 KN/m3

    Impermeable layer

    3m

    3m

    13m

    Example 1:

    A soil profile is shown below. Calculate Total Stress, Pore water Pressure and

    Effective stress at A, B, C and D.

    A

    . B

    . c

    . D

    E ample 2

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    A layer of saturated clay 4 m thick is overlain by sand 5 m deep, the water table being

    3 m below the surface. The saturated unit weights of the clay and sand are 19 and 20

    kN/m3 respectively; above the water table the unit weight of the sand is 17 kN/m3. Plot

    the values of total vertical stress and effective vertical stress against depth. If sand to aheight of 1 m above the water table is saturated with capillary water, how are the

    above stresses affected?

    Example 2:

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