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References: Coduto, D.P. (1994): Foundation design: principles and
practices
Day, R.W. (2010): Foundation engineering handbook
Hardiyatmo, H.C. (2011): Analisis dan PerancanganFondasi, Bagian II
Teng , Wayne C. (1992): Foundation Design
Tomlinson, M.J. (2001): Foundation design and construction
Deep Foundation
Topics (from SAP):Kapasitas dukung tiang terhadap gaya lateral dalam tanah kohesif
a. Ujung tiang bebas (tiang pendek dan tiang panjang)b. Ujung tiang terjepit (tiang pendek dan tiang panjang)
Defleksi tianga. Ujung tiang bebas (tiang pendek dan tiang panjang)b. Ujung tiang terjepit (tiang pendek dan tiang panjang)
Analisis stabilitas fondasi tiang
a. Beban tiangb. Kapasitas dukung tiangc. Jumlah tiangd. Susunan tiange. Kontrol
Turapa. Pengertianb. Tipe struktur turapc. Tipe turap dari segi bahan
Perancangan turap jenis kantilevera. Gaya-gaya yang bekerjab. Panjang turap yang dipancangc. Dimensi turap dan pemilihan profil turap
Perancangan turap dengan angkura. Letak tumpuan angkurb. Dimensi batang angkurc. Konstruksi angkur
Fondasi caissona. Pengertian dan jenis fondasi caissonb. Bentuk tampang fondasi sumuranc. Analisis fondasi sumuran
a. Cohesive SoilFree head, short rigid pile (L/d 12)
d : pile diameter/pile width
Free head:
or
with
Soil resistance distribution 1,50d = 0, then becomes constant = 9.cu (where cu: unconsolidated shear strength)
Ultimate Pile Resistance to Horizontal Loading
)5,05,1(max fdeHM U
ucgdM 2
max 25,2
dc
Hf
u
U
9fdLg 5,1
Deflection Soil reaction
a. Cohesive soilFree head, long rigid pile (L/d > 12)
Apply the same formula as short rigid pile:
with
(Brom, 1964)
ucgdM 2
max 25,2
dc
Hf
u
U
9
fdLg 5,1
Ultimate Pile Resistance to Horizontal Loading
Deflection Soil reaction
a. Cohesive soilFixed head, short rigid pile (L/d 12)
with)75,05,0(max dLHM U dLdcH uU 5,19
Ultimate Pile Resistance to Horizontal Loading
Deflection Soil reaction Moment Diagram
a. Cohesive soilFixed head, long rigid pile (L/d > 12)
My : yield moment
fd
MH
y
U5,05,1
.2
dc
Hf
u
U
9
Ultimate Pile Resistance to Horizontal Loading
Deflection Soil reaction Moment Diagram
b. Cohesionless soilFree head, short rigid pile (L/d 12)
0M Le
KLdH
p
U
35,0
Ultimate Pile Resistance to Horizontal Loading
Deflection Soil reaction Moment Diagram
b. Cohesionless soilFree head, long rigid pile (L/d > 12)
Or:
)3
2(max feHM U
2
2
3fKdH pU
p
U
U
Kd
He
MH
54,0
max
Ultimate Pile Resistance to Horizontal Loading
Deflection Soil reaction Moment Diagram
b. Cohesionless soilFixed head, short rigid pile (L/d 12)
Or
dKLH pU 2
2
3
LHM U 3
2max
pKdLM 3
max
0HF
Ultimate Pile Resistance to Horizontal Loading
Deflection Soil reaction Moment
Diagram
b. Cohesionless soilFixed head, long rigid pile (L/d > 12)
Or
My : yield moment
)3
2(2 feHM Uy
p
U
y
U
Kd
He
MH
54,0
2
Ultimate Pile Resistance to Horizontal Loading
Deflection Soil reaction Moment
Diagram
Example:
A reinforced concrete pile foundation with the sectional size of 35cm x 35 cm, length = 15 m.
The pile head fixed in the pile cap, exactly on the ground surface.
Soil characteristic: sandy soil with =30o and =17 kN/m3.
The ultimate yield moment of the pile structure Myield = 60 kNm.
Calculate the allowable lateral load of the pile.
Solusion:
Fix head, long rigid pile
Pile head on the ground surface e = 0
Soil characteristic (=30o, =17 kN/m3) sand (cohesionless)
e = 0
0,0163. HU3 = 14400
HU = 95,95 kN (SF =3) Ha = 31,98 kN
128,4235,0
15
d
L
p
U
y
U
Kd
He
MH
54,0
2
32
45tan2
pK
60217335,0
54,0
U
U
HH
LATERALLY LOADED PILES(Practical Foundation Engineering Handbook (Robert Brown)
Piles are slender vertical members that have only limited capability to resist nonvertical loads. Therefore batter piles are used to resist large inclined or horizontal loads when acting on a structure.
Beresantsev et al. (1961) suggested the following practice to transmit inclined loads in terms of the angle , where is the angle of the force to be transmitted with the vertical
Recommended practice to transmit inclined loads to soil mass
Brooms (1965) presented charts that give the limit lateral load
to act on a vertical pile versus the ratio of the pile embedment
length to its diameter.
These diagrams, applied to short piles and long piles for
cohesive and cohesionless soils.
Short piles rigid piles where the lateral capacity is
dependent mainly on the soil resistance.
Long piles lateral capacity is primarily dependent on the
yield moment of the pile itself.
In these figures the dashed lines represent the case of a fixed
pile head, whereas the full lines indicate different e/l ratios,
where e is the height of the line of action of the force P above
ground surface and l is the length of pile in the ground.
FIGURE 4C.16 Ultimate lateral resistance of long piles.
(a) Cohesive soils. (b) Cohesionless soils. (From Brooms, 1965.)
FIGURE 4C.16 Ultimate lateral resistance of long piles.
(a) Cohesive soils. (b) Cohesionless soils. (From Brooms, 1965.)