580 likes | 995 Views
2 nd LIZZI lecture Tokyo IWM August 2004. PRACTICE AND RESEARCH ON MICROPILE GROUPS AND NETWORKS. Prof. François SCHLOSSER ENPC - CERMES. PRACTICE AND RESEARCH ON MICROPILE GROUPS AND NETWORKS. 1) Development in micropile construction
E N D
2nd LIZZI lectureTokyo IWM August 2004 PRACTICE AND RESEARCH ON MICROPILE GROUPS AND NETWORKS Prof. François SCHLOSSER ENPC - CERMES
PRACTICE AND RESEARCH ON MICROPILE GROUPS AND NETWORKS • 1) Development in micropile construction • 2) Examples of micropile groups under vertical loading • 3) Behaviour and design of A-shape micropiles under horizontal loading • 4) Micropiles in liquefiable soils
RECENT DEVELOPMENT IN MICROPILE CONSTRUCTION 1) Types of micropiles tested in the Forever project 2) Driven and grouted micropile 3) Self -drilling injected micropile
GROUTING WITH THE “TUBE A MANCHETTE” ( Type IV : Repeated and Selective Injection)
Main type of micropile tested at the FOREVER experimental site: Fontainebleau sand (Dr = 0.5) Boring, Grouting by gravity (Type II ) Iia : complementary grouting from the top iib : complementary grouting from the bottom Main parameter: and qs(side friction stress)
EXAMPLES OF MICROPILE GROUPS UNDER VERTICAL LOADING • Reinforced foundation of the Uljin nuclear power plant • Micropiled raft withstanding water uplift pressures at A86 urban highway in Rueil (near Paris) • Foundation reinforcement of the old Pierre bridge in Bordeaux
DESIGN METHODOLOGY: 1) Equivalent homogeneous material assumed for the plug of reinforced faulted rock . 2) Elastic isotropic FEM calculations for determining the required modulus Ev. 3) Homogeneization of a group of micropiles in 1 D deformation using the results of load tests on isolated micropiles. DESIGN OF THE PILE GROUP
HOMOGENEIZATION METHODS 1-D method : (Blondeau et al., 1987) 2-D and 3-D methods : (deBuhan et al., 1995-7)
RUEIL MICROPILED RAFT Traction load test Reinforcement : tube Ø = 89 mm e = 9.5 mm Borehole : Ø = 125 mm Soil : alluvium + chalk Total length : L = 19 m Free length : Lf = 4 m
GOUPEGMETHOD ( Hybrid model taking into account the micropile interaction ) 1) Load transfer functions model (GOUPIL - LCPC) : p-y, t-z, q-z ( Frank, 1983 – Degny and Romagny, 1987) 2) Mindlin’s equations for evaluating the micropile interaction (O’Neill, 1977)
Load (kN) Settlement (mm) Comparison between measured and calculated load - settlementcurves of the micropiles of the group
_______ Movement of the water level ( sea tide, river flow) _______ Wooden piles : B = 0,30 m s/B = 4 Micropiles : B = 0,22 m s/B = 10
MICROPILES : • Bored micropiles • Reinforced tube (178/154 mm) • Type IV (injection with “tube à manchettes”) in the marl • Type II ( global injection at low pressure ) in the masonry • Measured load transfer 5 to 20 %
STABILIZATION OF THE SETTLEMENTS AFTER MICROPILES INSTALLATION
BEHAVIOUR AND DESIGN OF A-SHAPED MICROPILES UNDER HORIZONTAL LOADING 1) Results of the Forever full scale load tests 2) St Maurice anti-noise wall 2) Slope stabilization at the site of the Millau viaduct
FOREVER RESULTS THE THREE A-SHAPED NETWORKS
HORIZONTAL LOADING • Bearing capacity of the networks largely exceeding bearing capacity of the group
MICROPILE LOAD – DISPLACEMENT CURVES Vertical Inclined ( traction) Axial force at the top( kN ) Displacement at the top (mm)
ROTATION ( R ) VERSUS APPLIED LOAD ( F ) R : rotation of the footing F : (lateral) load applied to the wall R (rad) F (kN)
COMPARISON BETWEEN MEASUREMENTS AND GOUPEG CALCULATIONS Rotation (rad) Measurement Goupeg 1 Goupeg 2 Applied load ( kN)
A – SHAPED MICROPILES • Type 3 (global injection) • Tube : Ø = 157/178 mm • Inclination : = 20° • Borehole diameter :B = 0.30 m • Spacing : s = 1.70 m •Soil : alluvium, altered marl, marl Global safety factor against sliding : F = 1.13 with q = 46 kPa F0 = 1.00 with q = 0
SOIL – MICROPILES INTERLOCKING EFFECT Present design methods do not take it into account ( Ce 1 ) F = K . M = k . ( f) = G . ( f) Energy equation : K.H2 = 4k + G.V f< f Plasticity of the soil without flow, then failure at = f f = f Failure f > fPlasticity of the micropiles without flow, then failure at = f
MICROPILES IN LIQUEFIABLE SOIL • 1) Behaviour of single micropiles and micropile groups in liquefiable soil (FEM modelling) • 2) Behaviour of A-shaped micopiles in liquefiable soil (centrifuge modeling)
F.E.M. MODELLING Shahrour and Ousta. (1997,1998) Shahrour, Sadek, Ousta. (2001)
CENTRIFUGE MODELLING ON A-SHAPED MICROPILE GROUPS Juran I. ( New York Polytechnic University)
MAX. ACCELERATION IN THE VICINITY OF THE A-SHAPED MICROPILES amax = 0,4 g at the base
EXCESS PORE PRESSURE IN THE VICINITY OF THE A-SHAPED MICROPILES ru = u / σ’v0 Max. value = 0,6 compared to 1 in free field.
CONCLUSIONS 1) The main parameter in micropile vertical bearing capacity is the side friction stress qs. Grouting with the “tube à manchettes” gives the best results. 2) Present design methods of micropile groups are conservative, leading to Ce 1. They neglect the soil/micropiles interlocking. 3) A-shaped micropiles (elementary networks) quite well withstand lateral loading. In slope stabilization, interlocking has a beneficial effect on the global safety. 4) In seismic events A-shaped micropiles are well withstanding horizontal movements and thus prevent liquefaction of saturated loose sands.
THANK YOU FOR YOUR ATTENTION !
Micropile and nail launcher using compressed air ( Myles and Bridle, 1991 ) Metallic bar Energy at the tip Relatively large penetration Apparently good lateral friction, but further research needed
RAILWAY EMBANKMENT STABILIZED BY MICROPILES : Additional settlement due to the installation of the micropiles