Engr. John Erickson B. Delos Santos

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Geotechnical Engineering/PICE seminar/MIDYEAR CONVENTION PICE

Transcript of Engr. John Erickson B. Delos Santos

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    1 INTRODUCTION

    The use of soil nails in stabilizing slopes and

    excavations has substantially increased during the last

    decade because it is a cost-effective alternative to

    conventional retaining structures. In the United States,

    the widespread use of the soil nailing technology was

    due to the fact that soil nail walls have been

    demonstrated to be technically feasible and cost-

    effective, especially in top-to-bottom excavations for

    temporary and permanent applications.

    Soil nailing was first used in early 1960s as a support

    system for underground excavations in rocks known as

    the New Austrian Tunneling Method (NATM). This

    technique involves a passive steel reinforcement (e.g.,

    rockbolts, soil nails) encased in grout and the

    application of reinforced shotcrete. The strength of this

    support system relies on the mobilization of the tensile

    strength of the steel, as well as the bond strength

    between the grout and the surrounding ground.

    In the succeeding years, soil nails have been

    subsequently used in highway projects with high-cut

    slopes, bridge abutment cut walls and deep foundation

    excavations in both Europe and United States.

    Some of the advantages of soil nail walls are: 1) can be

    applied on both soils and weathered rocks, 2) there is no

    need to embed structural elements at the bottom of the

    excavation, 3) installation is relatively quick and uses

    less construction materials as well as smaller equipment,

    and 4) cost is relatively low compared to conventional

    retaining structures.

    With the objective of developing the soil nail

    technology as support system in various geotechnical

    DESIGN CONSIDERATIONS FOR SOIL-NAILED WALLS AND SLOPES

    Gian Paulo D. Reyes 1

    Regine Chloe S. Albea 1

    Jenna Carmela C. Pallarca 1

    John Erickson S. Delos Santos 1

    Michael Paolo V. Follosco, MSCE 1

    Roy Anthony C. Luna, MSCE 1,2

    Ramon D. Quebral, PhD

    1

    Benjamin R. Buensuceso, Jr., PhD 2

    AMH Philippines, Inc., Diliman, Quezon City, Philippines

    2 Institute of Civil Engineering, University of the Philippines, Diliman, Quezon City, Philippines

    Abstract :

    The utilization of soil nails can be a cost-effective solution to stabilize cut slopes or grade-separated roads and

    highways. This involves a passive steel reinforcement encased in grout and a shotcrete or concrete cover applied

    on the slope or excavation face to provide continuity. Soil nail derives its strength by mobilizing the bond

    strength between the grout and the surrounding soil. This technique is applicable to both soil and soil-like

    materials such as soft rocks or weathered rocks.

    In the absence of local codes and specifications governing the design and construction of soil nails, the provisions

    of US Federal Highways Administration (FHWA) can be adopted.

    This paper presents the various considerations in the stability analysis and design of soil-nailed walls and slopes.

    Modeling and analysis using limit-equilibrium approach are discussed. Case studies involving a grade-separated

    road project, and a steep soil slope are presented.

    Key words : Soil nails, Stability analysis, Limit equilibrium approach, Retaining wall, Slope stabilization

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    projects, the US Federal Highway Administration

    (FHWA) developed a design guideline for soil nail

    walls. The manual incorporates the design methods,

    construction procedures, and construction monitoring.

    In the Philippines, however, there are no local codes

    and specifications governing the design and

    construction of soil nail walls. The provisions of FHWA

    can be adopted in establishing the stability and design

    of soil-nailed walls in the country.

    2 COMPONENTS OF SOIL NAIL

    The basic elements of a soil nail wall are presented in

    FIG. 1.

    Fig. 1 Basic components of soil nail wall (FHWA)

    1. Steel reinforcing bars are the main component of soil nail wall. Placed in pre-drilled holes and

    grouted in place.

    2. Grout are placed in pre-drilled holes to hold the steel bars and at the same time transfer stresses

    from the ground to the nail.

    3. Nail head, washers, and bearing plate are structural components that attach the steel nail to

    the facing.

    4. Temporary and permanent facing provides continuity of the structure and supports the exposed

    soil.

    5. Geocomposite strip drain provides collection and drainage of seepage water flowing from the

    surrounding ground.

    3 LIMIT STATES

    The analysis and design of soil nail walls considers two

    (2) limit states or limiting conditions, the Strength Limit

    States and Service Limit States.

    3.1 Strength Limit States

    These refer to failure modes where the applied

    loads induces stresses that are greater than the

    strength of the whole soil nail wall system or its

    individual components, which causes the structure

    to be unstable or collapse. The strength limit states

    are classified as:

    External failure mode Internal failure mode Facing connection failure mode

    3.2 Service Limit States

    These refer to conditions where the normal and safe

    operation of soil nail wall structure is considered.

    For soil nail walls, the main criterion for safety is

    excessive wall deformation.

    4 POTENTIAL FAILURE MODES

    There are (3) potential failure modes needed to be

    considered in designing soil nail walls: External failure

    mode, internal failure mode, and facing failure mode.

    The external failure mode refers to the development of

    potential failure surfaces passing through or behind the

    soil nails. The internal failure modes refer to the failure

    in the load transfer mechanisms between the soil, nail,

    and grout. Potential failures may occur when the

    induced stresses in the nail/s are greater than the bond

    strength developed between the soil and grout or greater

    than the tensile capacity of the nail. The facing

    connection failure modes refer to the potential failure

    modes at the facing-nail head connection and is

    designed similar to typical structural calculations

    involving concrete and steel reinforcements.

    The design considerations are based on these failure

    modes and are presented in the following sections.

    5 EXTERNAL STABILITY

    As with conventional retaining structures, the stability

    of a soil nail wall system is assessed by three (3) types

    of analyses: Global Stability, Sliding Stability, and

    Bearing Capacity analyses.

    5.1 Global Stability

    Similar to typical slope stability analyses, soil nail

    wall systems will be analyzed by Limit-

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    Equilibrium Methods. The soil nail wall mass is

    generally treated as a block, global forces and

    moment equilibrium are established, and a factor of

    safety that relates resisting and driving forces is

    calculated.

    Fig. 2 Limit-equilibrium analysis of soil nail walls

    The Factor of Safety (FS) is expressed as the ratio of

    resisting forces to the driving or overturning forces.

    = (1) 5.2 Sliding Stability

    This stability analysis considers the ability of the

    soil nail wall to resist sliding along the base of the

    retained soil/rock mass against the lateral earth

    pressures behind the soil nails. In sliding stability

    analysis, the soil nail wall system is considered as a

    rigid block in which horizontal lateral earth forces

    is acting.

    Fig. 3 Sliding stability analysis of soil nail walls

    The factor of safety against sliding (FSSL) is

    calculated as follows:

    = =(2)

    5.3 Bearing Capacity

    In soil nail design, the bearing capacity of the soil

    is not typically a concern unless the soil nail wall is

    excavated in fine-grained, soft soils. Bearing

    capacity failure occurs when the unbalanced load

    induced by the excavation causes the bottom soil to

    heave. The factor of safety against heave (FSH) is

    given by Terzaghis equation:

    = (3)

    Where = Undrained shear strength of soil = Bearing capacity factor (based on Terzhagi) = Unit weight of soil behind wall = Height of wall

    6 INTERNAL STABILITY

    The two (2) most common internal failure modes in soil

    nail walls are nail pullout failure and nail tensile failure.

    6.1 Nail Pullout Failure

    Nail pullout failure occurs when the pullout

    capacity per unit length of soil nail is inadequate

    and/or the nail length is insufficient. The pullout

    capacity of soil nails depends on the bond strength

    developed between the soil-grout interface, as well

    as the size of the nail.

    The mobilized pullout strength is generally given

    by the following equation:

    = = (4) = (5)

    Where

    = Pullout capacity

    = Maximum design nail tensile force

    = Pullout capacity per unit length

    = Ultimate bond strength

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    = Length of nail

    = Diameter of drill hole

    = Factor of safety against pullout failure

    6.2 Nail Tensile Failure

    Nail tensile failure occurs when the longitudinal

    force developed along the soil nail exceeds the nail

    bar tensile capacity, given by the following

    equation:

    = (6) = (7)

    Where

    = Nail bar tensile capacity

    = Maximum design nail tensile force

    = Cross-sectional area of nail bar

    = Yield strength of nail bar

    = Factor of safety against nail tensile failure

    7 FACING CONNECTION STABILITY

    The three (3) most common facing failure modes

    are flexure failure, punching shear failure, and

    headed-stud failure.

    7.1 Flexure Failure

    Flexure failure occurs when there is excessive

    bending beyond the flexural capacity of the facing

    and is considered separately for both temporary and

    permanent facings. The main driving forces that

    cause flexural failure in the wall facings are the

    lateral earth pressures.

    Based on yield-line theory concepts, the facing

    flexure capacity, RFF, can be estimated as the

    minimum of the following:

    = !265

    "# + #$ %&&

    & ' (& )

    *+# (8)

    = !265

    "# + #$ %&&

    & ' (& )

    *+# (9)

    = (10) Where

    = Factor that considers non-uniform soil

    pressure behind facing

    = Reinforcement cross-sectional area per

    unit width in the vertical direction at nail head

    = Reinforcement cross-sectional area per

    unit width in the vertical direction at midspan

    = Reinforcement cross-sectional area per

    unit width in the horizontal direction at nail

    head

    = Reinforcement cross-sectional area per

    unit width in the horizontal direction at

    midspan

    = Nail horizontal spacing

    = Nail vertical spacing

    = Tensile yield strength of reinforcement

    = Factor of safety against facing flexure

    failure

    = Design nail head tensile force

    7.2 Punching Shear Failure

    Punching shear failure is a failure that occurs

    around the nail head and is evaluated separately for

    both temporary and permanent facings. For

    temporary facings, the bearing-plate connection is

    considered. For permanent facings, the headed-stud

    connection is evaluated.

    The equation for facing punching shear capacity is

    given by

    = !, (11) , = 330-[*+#]& (12)

    = (13) Where

    = Correction factor for support capacity of

    soil (usually 1)

    = Punching shear force

    = Effective diameter of conical failure

    surface

    = Effective depth of conical surface

    = Factor of safety against facing punching

    shear failure

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    7.3 Headed-stud Failure

    Headed-stud tensile failure refers to the potential

    failures that may occur in the connectors (headed-

    studs) providing anchorage to the nail in the

    permanent facing. The nail head capacity against

    tensile failure of headed-studs, RHT, is given by

    = (14) = (15)

    Where

    = Number of headed-studs

    = Cross-sectional area of headed-stud shaft

    = Tensile yield strength of headed-stud

    = Factor of safety against facing headed-

    stud failure

    8 CASE STUDIES

    8.1 Soil Nail Walls as Slope Protection for a Grade-Separated Road Project

    A road project intended to connect a minor arterial

    road to a major road is currently being constructed.

    The construction of the road involves a number of

    high-cut slopes and tunneling through the soil/rock

    formation. The project site is generally underlain

    by tuff formation, which is composed of weathered

    rocks also known as adobe. The site subsoil is

    generally composed of medium dense to dense

    sands and sedimentary rocks. To stabilize the

    slopes and tunnels, soil nails with reinforced

    shotcrete as facing were applied. This slope

    stabilization and protection method provides a

    more cost-effective solution compared to the initial

    solution of reinforced concrete retaining walls.

    A vertical cut slope, at a maximum of 7m in height,

    was to be stabilized. To establish stability and

    safety of the slope, the external, internal, and facing

    connection stabilities of the soil nail wall design

    were carried out. The slope protection scheme was

    to have three (3) layers of soil nails, 6m long each,

    with shotcrete facing of 75mm thickness. The nails

    are spaced at 1.5m both horizontally and vertically.

    A uniform load of 20 kN/m was applied on top of

    the slope to account for the traffic loading. Both

    static and seismic conditions were analyzed.

    The external stability was assessed by Limit-

    Equilibrium Methods through the aid of a computer

    program, Rocscience Slide v6.0. On the other hand,

    the design of the soil nail walls were based on the

    FHWA design manual and a computer program

    (Caltrans SNAIL), which follows the provisions of

    the FHWA manual, was used to facilitate the

    computations.

    Fig. 4 Global stability analysis by Limit-

    Equilibrum Method (Rocscience Slide v6.0)

    Fig. 5 Internal and facing stability analysis using

    CALTRANS SNAIL

    Results

    TABLE 1 shows the summary of results for the

    external (global, sliding and bearing capacity),

    internal and facing stability analyses. No headed-

    studs were included in the design. The stability

    analyses yielded adequate factors of safety.

    Table 1. Summary of results

    Type of

    Analysis Results

    Global Minimum FS 2.40

    Sliding Minimum FS 9.35

    Bearing

    Capacity Minimum FS 17.87

    Seismic Minimum FS 1.67

    Internal

    (Facing)

    Service Load @ Nail 49.2 kN

    Flexural 66.0 > 49.2 kN

    Punching Shear 146.6 > 49.2 kN

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    8.2 Soil Nail as Slope Protection Measure

    A landslide mitigating measure is being

    recommended for an existing power plant switch

    yard to prevent further slope failure on its vicinity.

    The existing slope failure is located at the drainage

    outfall of the site approximately fifty (50) meters

    from the switch yard, and mode of failure is

    rotational slip - caused by the build-up of

    porewater pressure induced by infiltration,

    saturating the slope and causing slope movement

    (width of about twenty meters). This apparently led

    to the slope failure at the outfall of the drainage

    canal and caused the washing out of the cascading

    canal downstream of it. As a mitigating measure,

    soil nails with shotcrete facing were utilized to

    prevent further slope failure.

    The site is composed of intercalating layers of

    dense to very dense silty sand, and andesitic rocks

    were observed at approximately 20m depth below

    ground. The slope is about 25m high with an

    inclination of about 45. The proposed soil nail

    scheme was to provide four (4) layers of soil nails

    with 12m length spaced at 1.5m out-of-plane and

    2m vertical.

    As in the previous site presented, the external

    stability of the proposed soil nail scheme was

    assessed by Limit-Equilibrium Methods using

    Rocscience Slide v6.0. The modeling took into

    consideration static (or normal condition) loading

    and pseudo-static loads (earthquake).

    Fig. 6 Global stability analysis by Limit-

    Equilibrum Method (Rocscience Slide v6.0)

    Results

    TABLE 2 shows the summary of results for the

    global stability analysis. The stability analysis

    yielded adequate factors of safety.

    Table 2. Summary of results

    Case ru* kh** FS

    1 0.1 0.0 1.317

    2 0.2 0.0 1.289

    3 0.3 0.0 1.199

    4 0.4 0.0 1.097

    5 0.1 0.1 1.183

    6 0.2 0.1 1.096

    *ru = coefficient that models the pore pressure as a

    fraction of the vertical earth pressure for each slice

    **kh = horizontal pseudo-static coefficient

    9 CONCLUSION

    As demonstrated, soil nails can provide an

    alternative slope stabilization method for both

    grade-separated road project and natural slopes. A

    local design guideline is evidently warranted for

    uniform analysis and design.

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    ACKNOWLEDGMENT

    The authors acknowledge the assistance provided by the

    technical staff of AMH Philippines, Inc. in providing

    project data and references.

    REFERENCES

    Abramson, L.W., Lee, T.S., Sharma, S. Boyce,. G.M.

    (2002). Slope Stabi;lity and Stabilization Methods.

    2nd Edition..

    Das, Braja M. (2006). Principles of Geotechnical

    Engineering. 5th Edition.ines Press.

    Federal Highway Administration (1998). Manual for

    Design and Construction Monitoring of Soil Nail

    Walls.

    Lazarte, C., Elias, V., Espinoza, D., Sabatini, P., (2003).

    Federal Highway Administration - Geotechnical

    Engineering Circular No. 7 Soil Nail Walls (FHWA0-

    IF-03-017).