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Calcs.com
AS 4678:2002AS 2159:2009AS 4100:2020AS 4055:2012IBC 2018Australia

Sleeper Retaining Wall

Australian engineers designing a post-and-sleeper retaining wall, often with a fence above, where steel posts embed as piles into cohesive foundation soil. It solves the pile embedment by the Broms method and checks the steel post capacity, and sleeper spans link to a timber beam module.

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What it calculates

Design sleeper retaining walls, with optional fence loading, in cohesive soils to AS 4678:2002. Checks cover sleeper bending, steel post capacity and embedment, and soil bearing.

Code standards

  • AS 4678:2002
  • AS 2159:2009
  • AS 4100:2020
  • AS 4055:2012
  • IBC 2018

How it calculates

The Sleeper Retaining Wall calculator designs a post-and-sleeper retaining wall in which vertical steel posts, embedded as piles, resist lateral earth pressure and any wind load from a fence above. Horizontal timber sleepers spanning between the posts are designed separately in a linked beam module. The calculation covers earth pressure, fence wind load, pile embedment strength, pile deflection, and steel post capacity.

Earth pressure and loads

Lateral earth pressure is estimated with the Rankine-Bell method per AS 4678:2002 (Figure E2), for granular or cohesive retained soil. The wall is conservatively assumed to be vertical. Pressure is built from the unit weight, angle of internal friction, and, where selected, the effective cohesion of the retained soil, plus any groundwater height and surcharge. Horizontal forces are resolved separately for strength (with the applied load factor) and serviceability analysis.

Wind loads on the fence

Where a fence sits above the wall, wind pressure on the fence is derived from the AS 4055:2012 wind classification, the fence height and length, and the solidity ratio of the fence structure. The resulting horizontal force is added to the demand on each post over its tributary width.

Pile strength design - cohesive foundation soil (Broms method)

For cohesive foundation soil, the required embedment of the short free-head pile is designed by the Broms method, using the undrained shear strength (undrained cohesion) of the foundation soil. Material uncertainty factors from AS 2159:2009 are applied according to the retained and foundation soil condition selected.

Pile strength design - cohesionless foundation soil (IBC method)

For cohesionless foundation soil, the embedment is designed using the method of IBC 2018 Section 1807.3.2.1, based on the foundation soil classification and the coefficient of horizontal subgrade reaction.

Pile deflection (Broms method)

Deflection at the top of the embedded post is calculated by the Broms method from the coefficient of horizontal subgrade reaction and, optionally, the pile rotation. The tip deflection is compared against the maximum allowed absolute deflection and the length-to-deflection ratio limit.

Steel post capacity (AS 4100:2020)

The embedded steel post is checked to AS 4100:2020 for the governing horizontal forces. The calculator reports shear capacity, moment section capacity, and the shear-moment interaction, and it evaluates the deflection of the steel post. Posts are assumed oriented so the major axis resists the soil loads.

Assumptions

The maximum retaining wall height is 3 m and earthquake loads and liquefaction are not considered. The concrete pile is assumed not to crack or fail in bending, which holds where the steel post is embedded to full depth; the user should verify this. Group effects for embedded piles are ignored, and the sleeper is designed in a separate, linkable beam module.

What engineers say

The most useful thing in Calcs.com is the load linking. It saves time and cuts down on errors.

Jared

Owner / Engineer, Independent

Calcs.com provides a great tool for foundation, framing, and retaining walls for residential and light commercial buildings.

Stephen Yingst

Structural Engineer, Independent

Frequently asked questions

What standards and methods does this calculator use?
Lateral earth pressure follows the Rankine-Bell method per AS 4678:2002 for granular or cohesive soils. Embedded steel post piles are designed to AS 2159:2009, using the Broms method for cohesive foundation soil and the IBC 2018 Section 1807.3.2.1 method for cohesionless soil. Fence wind loads follow AS 4055:2012, and the steel post is checked to AS 4100:2020.
What are the key inputs?
Wall and fence geometry (post spacing, retained soil height, fence height, wall length), retained and foundation soil properties (unit weight, friction angle, effective cohesion, undrained shear strength, coefficient of horizontal subgrade reaction), groundwater height, surcharge, pile diameter and embedment depth, steel post type, and the wind classification for the fence.
What does it check and output?
It reports the horizontal forces for strength and serviceability, the required pile embedment strength (Broms or IBC method), pile deflection at the tip, and the steel post capacity: shear, moment section capacity, shear-moment interaction, and post deflection. Traffic-light checks flag any utilization above 1.0.
Can it include a fence and wind load above the wall?
Yes. A fence above the wall can be modelled with its height, length, and solidity ratio, and wind loads on the fence are derived from the AS 4055:2012 wind classification. These forces are combined with the retained-soil pressures acting on the posts.
Does it design the timber sleepers as well?
No. This calculator designs the steel posts and their embedment. The horizontal sleepers spanning between posts are designed in a separate timber beam module, which can be linked to this calculation in the same Calcs.com project so loads stay consistent.
What retained heights does it cover?
The calculator covers retained heights up to 3 m. Walls under 1.5 m are treated as Risk Class A and taller walls as Risk Class B per AS 4678:2002 Table 1.1; Class C is not covered. Deflection results are not validated above 1.5 m, so apply engineering judgement in that range.

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