05/08/2015geo1.0 limitstate:geo case study colin smith ma(cantab) phd director & limitstate:geo...
TRANSCRIPT
19/04/23 geo1.0
LimitState:GEOLimitState:GEOCase StudyCase Study
Colin Smith MA(Cantab) PhD
Director & LimitState:GEO Product Manager, LimitState Ltd
19/04/23 geo1.0
Introduction
20/05/2008 LimitState:GEO launch & technology briefing - ICE London
Problem specification• An existing embankment is to be widened• A stem wall is to be constructed and backfilled with granular material• The widened embankment is to take additional loading. • How wide (B) should the stem wall be?
5m
B
Φ = 27º, γ = 18kN/m3
Φ = 34º, γ = 18kN/m3
10kN/m2 10kN/m245kN/m2
20/05/2008 LimitState:GEO launch & technology briefing - ICE London
AnalysisRankine analysis using a virtual back is difficult due to the varied surface loads and the inclined soil interface
20/05/2008 LimitState:GEO launch & technology briefing - ICE London
AnalysisCoulomb analysis more appropriate using a virtual back and a range of wedge angles
20/05/2008 LimitState:GEO launch & technology briefing - ICE London
AnalysisInitial design might conservatively assume a frictionless virtual back to keep calculations simple
S
N
WW
R
P P
20/05/2008 LimitState:GEO launch & technology briefing - ICE London
LimitState:GEO Analysis• Start with a DXF import of initial design
19/04/23 geo1.0
geo1.0:Analysis
Analysis
20/05/2008 LimitState:GEO launch & technology briefing - ICE London
Analysis
• At this stage, LimitState:GEO was used to analyse the problem as described in the previous slides
(Hands on demo of software)
20/05/2008 LimitState:GEO launch & technology briefing - ICE London
Conclusions
• LimitState:GEO provides flexibility to rapidly consider a range of design scenarios
• It automatically selects the critical mechanism eliminating the need to separately consider e.g. sliding, bearing failure, global stability etc.
• Specific failure modes can be ‘forced’ if required
• Handles complex boundary conditions that would otherwise require simplifications and assumptions by conventional methods