Eng. Khalid Footing-Design
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Transcript of Eng. Khalid Footing-Design
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8/6/2019 Eng. Khalid Footing-Design
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Footing Design
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Types of Footing
Wall footings are used tosupport structural walls that
carry loads for other floorsor to support nonstructuralwalls.
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I solated or single footingsare used to support single
columns. This is one of themost economical types of footings and is used whencolumns are spaced atrelatively long distances.
Types of Footing
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C ombined footings usuallysupport two columns, or
three columns not in a row.Combined footings are usedwhen two columns are soclose that single footingscannot be used or when onecolumn is located at or near a property line.
Types of Footing
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C antilever or strap footingsconsist of two single
footings connected with a beam or a strap and supporttwo single columns. Thistype replaces a combinedfooting and is moreeconomical.
Types of Footing
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R afted or mat foundationconsists of one footingusually placed under theentire building area. Theyare used, when soil bearingcapacity is low, columnloads are heavy single
footings cannot be used, piles are not used anddifferential settlement must
be reduced.
Types of Footing
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P ile caps are thick slabsused to tie a group of piles
together to support andtransmit column loads to the
piles.
Types of Footing
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D istribution of Soil Pressure
When the column load P is applied on the centroid of the footing, a
uniform pressure is assumed todevelop on the soil surface below the footing area. However the actual distribution of the soil is not
uniform, but depends on may factors especially the composition of the soil and degree of flexibility of the footing.
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D istribution of Soil Pressure
Soil pressure distribution in cohesionless soil.
Soil pressure distribution in cohesivsoil.
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Ecc entri cally load ed footings
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E ccentrically loaded footings E xample Isolated Footing D .L = 900 kN L.L = 450 kN
Ms = 150kN.m Mu=200kN.m q all =200kpa
M
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A rea require d app roxim a te d
4
125.25.3
2
2
3
3
)(
2
)(
9.8
75.8
5.25.3
75.610200
10)450900(
200/20
3
m I
m A
mmuse
mq
P A
kPamt q
net all
s g
net all
!!!
v
!v
v!!
!!
v
kPa I C M
A P
kPa I
C M A P
P M e
s s
s s
L
7.1249.8
150
75.8
1 350
7.1 839.8
150
75.8
1 350
5 83.0111.01 350150
25.3
25.3
65.3
6
!v
!
!v
!
!!!!!
Check stress
183.7124.7
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Ul timate pressure under footing
k a I
k a I
kN kN
uu
uu
u
u
1 669.8
20075.8
1 800
2459.8
200
75.8
1 800.200
18
00)
450(6.
19
002.
1
2
5.3
25.3
}v!
}v
!
!!!
245
245
166
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Check Punching Shear
? A
1 7985.25.3
5.24 641000/37205 303
2575.0
3
'
:equationsuitablecolumn thesquareFor
3720)4005 30(4
4)2451 662451 66( kN V
kN d b f
V
isV
cb
U
oc
o
!v}
!vvv!!
!!
J J
J
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Check Beam Shear
5.5 67
5.2*5 3.05.1*224522 3
facecolumnfromat
1 3.82 81000/25005 306
2575.0
C
C
k
d
k
J
J
!
!
!vvv!
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directionlong /1 67 5.1 31 34 610005 3000254.0
0 .002542500*5 30*250 .859.0
65 7.2*102-1-1
420
25*85.0
305d,2500 b.
2.6
57)
1(7
5.63)7
5.
0(
25.79
1)
1()7
5.
0(
75.63)5.2)(5.1)(211245(
25.791)5.2)(5.1(211facecolumnfromdat
22
2
6
21
21
2
1
musecmmm A
mmmk P P M
k P
k P
M
S
J
V
}!vv!
!
v!
!! !!!
!!!!
Bending moment design
L ong d ire ction 245
245
166
3.5m
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directionshort1.1010 6010005 30002.0
0 .0023500*5 30*250 .859.0
71 9.25*102-1-1420
25*85.0
305d,3500 b
.25.71 95.05.312
1 66245
f acecolumnf romdat
22
2
6
c
kN
S
U
U
}!vv!
!
v
!
!!
!
v!
V
Bending moment design
Sh ort d ire ction245
245
166
2.5m
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0 .832 .4
2
1
2
1 .42 .53.5
!!
!!
F
F
C entral band of short direction = 0.83 As = 0.83 (10.1)=8.6cm 2
C entral band ratio =
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14/ m7J 142J 142J
1 6/m7J
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Footing DesignPart IIC ombined footing
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E xam ple 1D esign a combined footing As shown
k at q net all 200/202
)( !!225 mm N f c !d
2420 mm N f y !
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Dimension calc u la tion T h e b ase d imension to get uniform d istribute d load
x2=6.2m x1=0.2m
800 kN 1200 kN
x
2000kN
A
800(0.2)+1200(6.2)=2000(x)x = 3.8m
2x =7.6 m
800 kN 1200 kN
T ry thickness=80cm
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kPa Pa
A P
q
mq
P A
k P P kPamt q
uu
net all
s g
su
net all
1 90101 908.1*6.7
102 600
8.1*6.71010200
102000
2 600)2000(3.1)(3.1,200/20
33
2
3
3
)(
2
)(
!v!v!!
}!vv!!
!!!!!
A rea require d
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C h eck for pun ch ing Sh eard = 730 mm
oK 8.8751 90*765.0*1 3.1)3.1(800
602 71000/22 6073012
25
22 6073030275.0
12
'2
3.20 621000/22 607303
2575.0
3
'
22 6011 30)765(2
V k V
k d b f bd V
k d b f
V
mmb
c
oc s
C
oc
C
o
J
EJ J
J J
!!
!vvv
v!
!
!vvv!!
!!A
1.13m
0.765
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? A
o 4.1 31 71 90*1 3.1*1 3.1)3.1(1200
5.1 33221000/452073012
25
4520
73040275.0
12
'2
4.41241000/45207303
2575.0
3
'
4520)400730(4
V kN V
kN d b f
bd
V
kN d b f
V
mmb
cU
oc s
oc
o
J
EJ J
J J
!!
!vvv
v
!
!
!vvv!!
!!
B
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Dr aw S. F.D & B .M. D
Stress under footing = 190 *1.8 = 342 kN/m
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34.762f acecolumnf romat.
25.8211000/1 800730625
75.0
C U
U
C
V V
kN d V ax
kN V
J
J
!p
!vvv!
C h eck for be am s h earb = 1800mm, d = 730mm
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Top /209 5.2 82 84 7100073000 39.0
0 .00 391 800*730*250 .859.0
1 366*102-1-1420
25*85.0
307d,8001 b.
1366
22
2
6
musecmmm A
mmmm
mkN ve
S J
V
!!vv!
!
v
!
!!!
Ben d ing moment L ong d ire ction
Bottom /1 67 4.1414401000800001 8.0
0 .000 71 800*730*250 .859.0
24 6.7*102-1-1420
25*85.0
307d,8001 b
.7.24 6
22
min
min2
6
musecmmm A
mmmm
mk M ve
S J
V V
!!vv!
!
v!
!!!
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Ben d ing moment Sh ort d ire ction
/147 116.1101765800001 8.0
765*730*250 .859.0
141 .6*102-1-1
420
25*85.0
307d,765 b
6.1412
4.08.12
765.0
)765.0*8.1(
1040
22
min
min2
6
2
musecmmm A
mmmm
M
S J
V V
!!vv!
v!
!!
!
v!
Under Colum n A
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/147 116.1101765800001 8.0
11 30*730*250 .859.0
212 .33*102-1-1
420
25*85.0
307d,11 30 b
33.2122
4.08.12
1 3.1)1 3.1*8.1(
15 60
22
min
min2
6
2
musecmmm A
mmmm
M
S J
V V
!!vv!
v
!
!!
!
v!
Under Colum n B
Shrinkage Reinforcement in short direction
/147 116.1101765800001 8.022
min musecmmm AS J !!vv!
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Footing DesignPart III
C ombined footing, strip footing, & Mat foundati
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E xam ple 2D esign a combined footing As shown
k amt q net all 1 80/1 82
)( !!225 mm N f c !d
2420 mm N f y !
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Dimension calc u la tion T h e b ase d imension to get uniform d istribute d load
x1=0.2m x2=4.2
m
1200 kN 750 kN
x
1950kN
A750(4.2)+1200(0.2)=1950 (x)x = 1.75m
3
2
21
21 L
B B
B B
x
!
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m B
m B
B
B L B B B B x
B B
B B
B B
L B B
mq P
A
kPamt q
net all
s
g
net all
4
1
2 9.045.175.1335.4
55
32
5
5.22
8.1035.42
8.102
8.10
101 80101 950
,200/20
1
2
2
2
21
21
21
21
21
21
2
3
3
)(
2
)(
!!
!
!
!
!
!
!
!
!v
v!!
!!
A rea require d
kPa Pa
A
P q uu 2 35102 35
8.10
101 9503.1 33
!v!v!!
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C h eck for pun ch ing Sh earh= 750mmd = 732 mm
oK 6.1 3762 35*733.0*0 65.1)3.1(1200
52221000/25 9066512
25
25 9066530275.0
12
'2
4.21 601000/25 906653
2575.0
3
'
25 9010 65)732(2
V k V
k d b f bd V
k d b f
V
mmb
c
oc s
C
oc
C
o
J
EJ J
J J
!!
!vvv
v!
!
!vvv!!
!!A
B 1=4m
B 2=1m
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B
o 5.8962 35*633.0*965.0)3.1(800
52 731000/22 3166512
25
22 31
66530275.0
12
'2
5.1 8541000/22 316653
2575.0
3
'
22 31965)633(2
V kN V
kN d b f
b
d V
kN d b f
V
mmb
cU
oc s
C
oc
C
o
J
EJ J
J J
!!
!vvv
v!
!
!vvv!!
!!
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Dr aw S. F.D & B .M. D
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mk
wl M
wave
.11 748
65.3705
8
705)2 35940(2 3522
max
32
!!!
!! M max
68270.0975 !v
10 92)70.0(15 60 !v
E m pirical S. F.D & B .M. D
m
Convert trapezoida l load to rectang le
Clear distance between co lumnB in mom ent des ign = av e . width = 2.5m
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668critical)mostthe(f acecolumnf romat.
6961000/1 700665
6
2575.0
1 7007.15.1)(21
0 .150 .815at)(21
35.4965.0
C U
U
C
L
x
V V
kN d V Ma x
kN V
mmm
x yb
J
J
!p
!vvv!
!!v
!v!
C h eck for be am s h eard = 665mm
Y =1.5m
1m
4m
x
b
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Top /1 601 201 995100066500 3.0
0 .00 32 600*665*250 .859.0
12 60*102-1-1420
25*85.0
307d
.12 60
22
2
6
musecmmm A
mm
mk M ve
S J
V
!!vv!
!
v!
!!
Ben d ing moment L ong d ire ction
ottom /149 5.1 31 3501000750001 8.0 22min musecmmm A S J !!vv!
2 60060.25.1)(2135.4
25.2 !!v! mbTop
Bottom
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Ben d ing moment Sh ort d ire ction
2001 333325733665005.0
0 .005733*665*250 .859.0
5 83. 5 7*102-1-1
420
25*85.0
665d
6.5 832
4.075.32
733.0
)733.0*75.3(
15 60
22
2
6
2
J
V
usecmmm A
mm
M
S !!vv!
!
v!
!
!
v!
Under Colum n A
mmmb 35005.35.1)(21' 35.462.3 !!v!
mmmmb 375075.32
45.3!!!
mmmb 144044.15.1)(21' 35.4633.0 !!v!
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146 6.86.854633750001 8.0
633*665*250 .859.0
84 .6*102-1-1
420
25*85.0
665d,633 b
6.842
3.022.12
633.0
)633.0*22.1(975
22
min
min2
6
2
J
V V
usecmmm A
mmmm
M
S !!vv!
v!
!!
!
v!
Under Colum n B
Shrinkage Reinforcement in short direction /149 5.1 31 3507501000001 8.0 22min musecmmm A S J !!vv!
mmmmb 122022.12
144.1 !!!
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Reinforcement detai ls
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E xam ple 3 ( S tri p footing)D esign a combined footing As shown
k amt q net a ll 200/202
)( !!225 mm N f c !d
2420 mm N f y !
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Dimension calc u la tion T h e b ase d imension to get uniform d istribute d load
Assume L1=0.6 x1=5.2m
800 kN 1280 kN
x
3040kN
A
800(0.6)+1280(5.1)+960(10.6)=3040 (x)x = 5.65m,2(x)=11.3m
L2=11.3-
(10.6)=0.7
960 kN
x2=10.7m L2
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mmmq
A
k amt q
net a ll
s g
net a ll
8.13.119.1 6101 80103040
,1 80/1 8
2
3
3
)(
2
)(
v}!vv
!!
!!
kPa Pa
A P
q uu 1 95101 958.13.111030403.1 3
3
!v!v
v!!
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C h eck for pun ch ing Sh earh = 700 mmd=630mm
oK 1.145 71 95*0 3.1)3.1(12 80
65 841000/41206301225
4120
63040275.012
'
2
5.32441000/41206303
2575.0
3
'
4120))400630(4
2 V k V
k d b f
bd
V
k d b f
V
mmb
c
oc s
C
oc
C
o
J
EJ J
J J
!!
!vvv
v
!
!
!vvv!!
!!
B
E xampl e
Y ou ca n che ck o ther colum ns
D S F D & B M D S d f i
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Dr aw S. F.D & B .M. D Stress under footing = 195 *1.8 = 351 kN/m
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3.70 6)100 9(7.0f acecolumnf romat.
75.70 81000/1 80063062575.0
C U
U
C
V V
kN d V Ma x
kN V
J
J
!}p
!vvv!
C h eck for be am s h earb = 1800mm, d = 630mm
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Top /22
9 6.3333621000
630005
3.0
0 .005 31 800*630*250 .859.0
1 365*102-1-1420
25*85.0
307d,8001 b
.1 366
22
2
6
musec
mmm A
mmmm
mkN M ve
S J
V
!!vv!
!
v
!
!!
!
Ben d ing moment L ong d ire ction
Bottom /148 6.1212 601000700001 8.0
1 800*730*250 .859.081*102
-1-1420
25*85.0
307d,8001 b
.7.24 6
22
min
min2
6
musecmmm A
mmmm
mk M ve
S J
V V
!!vv!
v!
!!!
Design Sh ort d ire ction as ex am ple 1 (lecture 11)
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Reinforcement detai ls
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M a t Foun da tion
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C h eck for pun ch ing Sh ear
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M odified load
Genera l Examp le, Ref. 2
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Genera l reinforcement detai ls