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Session 21

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Title: S0484 Foundation Engineering Author: Andryan Suhendra Last modified by: Lusianah Created Date: 2/10/2004 7:54:49 AM Document presentation format – PowerPoint PPT presentation

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Title: Session 21


1
Session 21 22 GROUP PILES
  • Course S0484/Foundation Engineering
  • Year 2007
  • Version 1/0

2
GROUP PILES
  • Topic
  • Bearing Capacity of Group Piles
  • Group Efficiency
  • Piles in Rock
  • Consolidation settlement of Group Piles

3
GROUP PILES
Lg (n1 1)d 2(D/2) Bg (n2 1)d 2(D/2)
Where D pile diameter d spacing of pile
(center to center)
4
GROUP PILES
5
GROUP EFFICIENCY
  • Where
  • group efficiency
  • Qg(u) ultimate load bearing capacity of the
    group pile
  • Qu ultimate load bearing capacity of each pile
    without the group effect

6
GROUP PILES IN SAND
If ? lt 1 ? Qg(u) ?.?Qu If ?? 1 ? Qg(u) ?Qu
7
GROUP PILES IN SAND
8
GROUP PILES IN SAND
9
GROUP PILES IN SAND
10
GROUP PILES IN SAND
  • Summary
  • For driven group piles in sand with d ? 3D, Qu(g)
    may be taken to be ?Qu, which includes the
    frictional and the point bearing capacities of
    individual piles.
  • For bored group piles in sand at conventional
    spacings (d ? 3D), Qg(u) may be taken to be 2/3
    to ¾ times ?Qu (frictional and point bearing
    capacities of individual piles)

11
GROUP PILES IN SATURATED CLAY
12
GROUP PILES IN SATURATED CLAY
  • Calculation steps
  • Determine ?Qu n1.n2 (Qp Qs)
  • where
  • QP 9 . cu . Ap (ultimate end bearing capacity
    of single pile)
  • QS ?(?.p.cu.?L) (skin resistance of single
    pile)
  • Determine the ultimate capacity by assuming that
    the piles in the group act as a block with
    dimensional Lg x Bg x L as follow
  • - end bearing capacity of the block
  • QP Ap . qp Ap . cu . Nc with Ap Lg . Bg
  • - Skin resistance of the block
  • QS ?(pg.cu.?L) ?2.(LgBg).cu.?L
  • - Daya dukung batas tiang grup
  • ?Qu QP QS
  • ?Qu (Lg . Bg) . cu . Nc ?2.(LgBg).cu.?L
  • Compare the values obtained in step 1 and 2 ? the
    lower of the two values is Qg(u)

13
GROUP PILES IN SATURATED CLAY
14
GROUP PILES IN SATURATED CLAY
Problem The section of a 3 x 4 group pile
layered saturated clay. The piles are square in
cross section (14 in. x 14 in.). The center to
center spacing, d, of the piles is 35 in.
Determine the allowable load bearing capacity of
the pile group. USE FS 4
15
GROUP PILES IN SATURATED CLAY
16
PILES IN ROCK
17
CONSOLIDATION SETTLEMENT OF GROUP PILES
  • The Terzaghi formula is valid with some rules
  • The consolidation settlement is occurred from the
    depth of 2/3 of pile length.
  • The stress increase caused at the middle of each
    soil layer by using 21 method

18
CONSOLIDATION SETTLEMENT OF GROUP PILES
Problem A group pile with Lg 3.3 m and Bg
2.2 m as shown in the figure. Determine the
consolidation settlement of the pile groups. All
clays are normally consolidated.
?sat 18 kN/m3 Cc 0,3 eo 0,82
?sat 18,9 kN/m3 Cc 0,2 eo 0,7
?sat 19 kN/m3 Cc 0,25 eo 0,75
19
ELASTIC SETTLEMENT OF GROUP PILES
  • VESIC

20
ELASTIC SETTLEMENT OF GROUP PILES
  • MEYERHOF (Pile groups in sand and gravel)

21
ELASTIC SETTLEMENT OF GROUP PILES
  • PILE GROUP SETTLEMENT RELATED TO THE CONE
    PENETRATION RESISTANCE

22
UPLIFT CAPACITY OF GROUP PILES
23
UPLIFT CAPACITY OF GROUP PILES
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