# Soil Nail

The **Soil Nail** support type can be used to model soil nail slope reinforcement. Note:

- A Soil Nail is assumed to be fully bonded along its entire length
- The Soil Nail support type in
*Slide2*is equivalent to Grouted Tieback support with Bond Length = 100% - The Soil Nail support type in
*Slide2*is differentiated from the Grouted Tieback for user convenience. However, the user should be aware that, as far as the*Slide2*implementation is concerned, a Grouted Tieback with Bond Length = 100% would behave exactly the same as a*Soil Nail*, all other parameters being equal. - A Soil Nail is NOT equivalent to the Grouted Tieback with Friction support type in
*Slide2*. - Soil Nails can also be used to model pile or micropile support by using the optional Shear or Compression options as described below.

*Slide2*.

## Tensile Capacity

The **Tensile Capacity** entered for a Soil Nail, represents the maximum tensile capacity of an individual soil nail. This is the capacity of the soil nail itself (e.g. steel tensile capacity), independent of the plate capacity or the bond capacity. Units are Force.

## Plate Capacity

The **Plate Capacity** is the maximum load which can be sustained by the plate assembly which connects the soil nail to the slope. Units are Force.

## Shear Capacity

The **Shear Capacity** is optional, and allows you to account for shear failure through the bolt cross-section (i.e. the force required to shear the bolt perpendicular to its axis). Units are Force. See below for implementation details.

## Compression Capacity

The **Compression Capacity** is optional, and allows you to account for failure of the bolt in compression. This can be useful for modeling compression piles, for example. Units are Force. See below for implementation details.

## Out of Plane Spacing

The spacing between soil nails in the out-of-plane direction (i.e. along the slope).

## Force Application

See the Force Application topic for a discussion of the significance of Active and Passive support force application in *Slide2*.

## Force Orientation

When the support begins to take on load, due to displacements within the slope, the direction of the applied support force can be assumed to be:

*Tangent to Slip Surface**Bisector of Parallel and Tangent*(i.e. at an angle which bisects the tangent to slip surface orientation, and the parallel to reinforcement orientation)*Parallel to Reinforcement**Horizontal**User-Defined Angle*(i.e. the user may specify an angle, measured from the positive horizontal direction)

If you are using the Shear Capacity option, the force may be applied at some angle to the bolt axis, corresponding to the resultant of the shear and tensile components (see below for details).

## Pullout Strength

For a Soil Nail, the **Pullout Strength** is expressed as a Force per unit Length. NOTE that the length units in this case, refer to the length along the soil nail. The Bond Strength determines the pullout and / or stripping force which can be generated by a soil nail.

## Material Dependent Pullout Strength

See the Grouted Tieback topic for details, as the procedure is the same.

## Implementation of Soil Nail Support in Slide2

Consider a soil nail which intersects a slip surface, as shown below.

Li = length of soil nail within sliding mass

Lo = length of soil nail embedded beyond slip surface

__Soil Nail Parameters__

B = Bond Strength (force / unit length of soil nail)

S = Out of Plane Spacing

T = Tensile Capacity (force)

P = Plate Capacity (force)

At any point along the length of the soil nail, there are 3 possible failure modes which are considered:

- Pullout (force required to pull the length Lo of the nail out of the slope)
- Tensile Failure (maximum axial capacity of the soil nail)
- Stripping (slope failure occurs, but nail remains embedded in slope)

The maximum force which can be mobilized by each failure mode, PER UNIT WIDTH OF SLOPE, is given by the following equations:

Pullout: Eqn.1

Tensile: Eqn.2

Stripping: Eqn.3

At any point along the length of a soil nail, the force which is applied to the slip surface by the soil nail, is given by the MINIMUM of these three forces.

Applied Force = min (F1, F2, F3) Eqn.4

NOTE:

- in order for stripping to occur, the Plate Capacity must be exceeded. The Plate Capacity is included in the stripping force equation, and added to the shear capacity along the length Li.
- if the Soil Nail Pullout Strength is specified as Material Dependent, then the Pullout Force and Stripping force, are determined by integrating along the lengths Lo and Li, to determine the force contributed by each segment of the soil nail which passes through different materials.

A typical Soil Nail Force diagram, which exhibits all three failure modes, is shown below. In this case, the Plate Capacity is less than the Tensile Capacity, and therefore "stripping" is a possible failure mode. If the Plate Capacity is greater than or equal to the Tensile Capacity, then stripping cannot occur, and the Soil Nail Force diagram will be determined only by the Tensile and Pullout failure modes.

### Implementation of Shear Capacity

If the **Shear Capacity** option is selected, an additional force vector perpendicular to the bolt direction, and opposite to the direction of failure, is added to the overall bolt capacity vector, determined by the methods described above. Youâ€™ll see this in the Interpreter when you show the slice data. The support force at the base of the slice is no longer parallel to the support but angled in a direction opposite to the slip direction. The Shear Capacity option may be useful if you expect that the support forces are not purely tensile, but may include a transverse shear component as well. This depends on the orientation of the support relative to the slip surface direction.

### Implementation of Compression Capacity

If the **Compression Capacity** option is selected, the bolt can apply a stabilizing force to the slope when it goes into compression. This can be useful for modeling compression piles, for example. To determine when a bolt goes into compression, the program looks at the direction of displacement at the point where the bolt crosses the failure surface. The direction of displacement is equal to the direction of the base of the slice through which the bolt traverses, as shown in the figure below. If the dot product of vector u and v is positive, the bolt is in compression.

If the bolt goes into compression, the capacity is determined in the same way as a bolt in tension, with the following two differences. The first is the compression capacity is substituted for the tensile capacity. The second is that the plate capacity is assumed to be zero. Three modes of failure are still examined to determine the overall capacity. The first is compression failure of the tendon. The second is bond failure of the bolt outside the failed mass. The third is bond failure of the bolt internally to the failed mass. The overall capacity is simply the minimum of these three failure modes, as described above for the tensile failure mode.