ARS97
Structural
- Feb 24, 2010
- 160
We're quoting a project that will require a temporary retaining wall to allow for construction access. This temporary wall will be nearby a railroad, and the geotech has recommended that the CSX Cooper E80 Railroad load be applied to this wall (in addition to the typical active soil pressure) to account for the lateral surcharge from the tracks. The geotech also has recommended that the wall generally consist of drilled shafts that extend into a rock socket, H-piling embedded in the drilled shaft that are cantilevered to the surface (about 15'-20'), and wood lagging in between the H-piling. (See page 1 of attached PDF.)
The CSX Cooper E80 railroad load is a typical strip load consisting of a uniform pressure of 1,882 psf over a 8.5' width. Boussinesq's Method is to be used to estimate the lateral pressure on the wall. (I used AASHTO's method - see page 2 of attached PDF.)
I made an Excel spreadsheet that computed the lateral pressure from this strip load (AASHTO method) for depths up to 15' and for multiple offset distances. I then plotted the lateral pressures on a chart. (See pages 3 & 4 of attached PDF.) I noticed in the AASHTO commentary that this procedure is suited for a restrained top (at-rest pressure), which for this type of wall (flexible) yields very conservative results. I am assuming that I can reduce these lateral pressures by a factor equal to the ratio between the at-rest coefficient (3.25) and the active coefficient (0.31), which is about 3.25 / 0.31 = 10.5. Is this sound reasoning?
NOTE - the attached PDF does NOT show the adjusted pressures.....it still shows the at-rest pressures calculated with the AASHTO procedure.
The CSX Cooper E80 railroad load is a typical strip load consisting of a uniform pressure of 1,882 psf over a 8.5' width. Boussinesq's Method is to be used to estimate the lateral pressure on the wall. (I used AASHTO's method - see page 2 of attached PDF.)
I made an Excel spreadsheet that computed the lateral pressure from this strip load (AASHTO method) for depths up to 15' and for multiple offset distances. I then plotted the lateral pressures on a chart. (See pages 3 & 4 of attached PDF.) I noticed in the AASHTO commentary that this procedure is suited for a restrained top (at-rest pressure), which for this type of wall (flexible) yields very conservative results. I am assuming that I can reduce these lateral pressures by a factor equal to the ratio between the at-rest coefficient (3.25) and the active coefficient (0.31), which is about 3.25 / 0.31 = 10.5. Is this sound reasoning?
NOTE - the attached PDF does NOT show the adjusted pressures.....it still shows the at-rest pressures calculated with the AASHTO procedure.