Annular Raft
Short Description
Design of Anular Rft...
Description
DESIGN OF ANNULAR RAFT : 1. Materials : Grade of Concrete
=
25 @mm2
Grade of Steel ;oion rario ( μ)
= =
415 @mm2 0.3
c
"
a
p = P/A
p' = M/Z
2. Size of Raft : Central Diameter of Raft (2C) Depth of o!ndation a"o#e raft Depth of Raft %nit&ei'ht of Concrete
= = = =
4.80 2.00 0.$0 25
m m m
Safe "earin' capacit* %nit&ei'ht of Soil +ei'ht of tan +ind moment Shear at -ae D!e to +ind +idth of Raft +idth of col!mn Depth of col!mn o. of col!mn ternal Diameter of Raft (2a) nternal Dia meter of Raft (2")
= = = = = = = = = = =
200 18 3200 148 1./ 1.8 0.50 0.50 4 $.$00 3.000
rea of Raft ( )
=
2.14 m2
Section 6od!l! of Raft (7)
=
2.02 m3
= = = =
$10.$5 /88.0/2 4798.74 151.23 ,m
@mm2 ,m m m m no m m
3. Calculation of Section Properties Properties :
4. Calculation Calculation of Loads (Self weigt weigt !Soil" : actored Self &ei'ht of raft actored of &ei'ht of oil a"o#e raft otal otal actored actored 9ertical 9ertical :oad on Raft Raft (;) otal otal actored actored 6oment at Raft Raft (6) #. Calculation of Stresses on Soil : 6a. Stre
=
;
=
= =
!"#$" O%
6 7
182.411 @m2
= 6in. Stre
<
;
,
= 1.5 > S-C = 3. @m 2
6 7
171.217 @m2
? 0.0
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$. Calculation %ending Mo&ents and Sears : a. 'ue to ertical Load: =
p = P/A
17&.814 @m2
For , r < c
6r1 =
p > a2 $4
4 > (3 a2 $4
4 > (1a 2
, 1$ >α2 (1α2 (3(1α2 (1α2 > (1(1 ( 1 < α2 )* (3+μ)
8 > α4 * log α
,
(1 α2 * (3 + μ)
1, α
1, α
2
3.3 1.5 2.4 1.5
= = =
0.455 0.2 0.455
F 1
=
,1.$0
F 2
=
,/./4
p > a2 $4
=
30.08$
4 > (3α2 > (1α2 > (3(1 α 2 *
(1+ μ) * (1 + log β)
(1 , A)
, 8 > α2 > β2
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Er =
p>a 1/2 F 3 =
2 > ρ2 + 8 > F 3 , 2 * K 5 * ρ-1
3 β
F 4 =
,
3 > β2 (1-μ)
2
α4
8> 1 <
(3 < μ
3 > β2 *α 4 , 3 > α4 * (3+μ) β
* (2 + μ)
1 < α (3 + μ) ,
8>
>
α4 2
(
2
F 5 =
,
1< α
(2 < A) (1 - μ)
12 > α4 F 3
=
,0.438
F 4
=
,2.004
F 5
=
0.512
p > a2 1/2
=
0.31
4 > (5 (3 (1,μ) * K 4* ρ-3
=
,2/.8$/
(1 (1(1d 100.000 HHH 1800.0 1800.000 00 540. 540.00 00 0.323 J
Table-19 of IS:4!-"###:
τc
pt 0.25 0.5
0.23 0.31
;ermii"le Shear tre ( τc
=
!"#$" O%
.253 @mm 2
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DESIGN OF ANNULAR RAFT : 1. Materials : Grade of Concrete
=
25 @mm2
Grade of Steel ;oion rario (μ)
= =
415 @mm2 0.3
"
c
a
p = P/A
p' = M/Z
2. Size of Raft : Central Diameter of Raft (2C) Depth of o!ndation a"o#e raft Depth of Raft %nit&ei'ht of Concrete
= = = =
4.80 2.00 0.$0 25
m m m
Safe "earin' capacit* %nit&ei'ht of Soil +ei'ht of an +ind moment Shear at -ae D!e to +ind +idth of Raft ternal Diameter of Raft (2a) nternal Dia meter of Raft (2") +idth of col!mn Depth of col!mn o. of col!mn
= = = = = = = = = = =
200 @mm2 18 3200 148 ,m 1./ 1.8 m $.$00 m 3.000 m 0.50 m 0.50 m 4 no
rea of Raft ( )
=
2.14 m2
Section 6od!l! of Raft (7)
=
2.02 m3
= = = =
$10.$5 /88.0/2 4798.74 151.23 ,m
=
17&.814 @m2
3. Calculation Calculation of Section Properties Properties :
4. Calculation of of Loads (Self weigt !Soil" !Soil" : actored Self &ei'ht of raft actored of &ei'ht of oil a"o#e raft otal otal actored actored 9ertical 9ertical :oad on Raft Raft (;) otal otal actored actored 6oment d!e to &ind at Raft (6) #. Calculation %ending Mo&ents and Sears : a. 'ue to ertical Load: p = P/A For , r $ c
6r2 =
p > a2 $4
4 > (3α2 (1 (3(1 a2 $4
4 > (1α2 (1(1(1a
( ρ , ρ-1 )
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where
F1 =
F 1 < 8 >( 1 < log β ) * ( 1 - α2 )
F2=
F 2 , ( 8 > β2 ) * ( 1 - α 2 )
B!ter radi! of raft (a) nner radi! of raft (") Centre line radi! of raft (c) Radi! of re!ired moment from centre(r)
= = = =
3.3 1.5 2.4 3.3
= = =
0.455 0.2 1.000
F1
=
3.10
F2
=
,13.331
p > a2 $4
=
30.08$
4 > (3< μ) * ρ2
=
13.200
1$ > (1 (3(1 t " >d 100.000 HHH 1800.0 1800.000 00 540 540.00 .00 0.323 J
Table-19 of IS:4!-"###:
τc
pt 0.25 0 .5
0.23 0.31
;ermii"le Shear tre ( τ
=
!"#$" O%
.253 @mm2
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