RFreund
Structural
- Aug 14, 2010
- 1,885
In Foundation Analysis and Design, Bowles 4th Edition, he recommends discretizing a strip load into a finite number of point loads, then finding the pressures via Boussinesq's equation for a point load acting on a semi infinite elastic mass. Then adding the pressures caused by the point loads to find the pressure on a retaining wall due to the strip load.
I have compared this method to (what I thought was) the integrated form of the Boussinesq formula for point load acting on an elastic 'mass'. The results do not match. You may say this is due to the incorrect Poisson's ratio being used (plane strain vs triaxial) however I have checked this as well and even for a corrected Poisson's ratio the difference is large.
See attached.
This has been a real thorn in my side for a long time. Can any one shed some light on this?
Thanks in advance!!
EIT
I have compared this method to (what I thought was) the integrated form of the Boussinesq formula for point load acting on an elastic 'mass'. The results do not match. You may say this is due to the incorrect Poisson's ratio being used (plane strain vs triaxial) however I have checked this as well and even for a corrected Poisson's ratio the difference is large.
See attached.
This has been a real thorn in my side for a long time. Can any one shed some light on this?
Thanks in advance!!
EIT