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Lift Shear Wall
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Lift Shear Wall
Bar Bending ScheduleFull description...
Author:
Binod Raj Giri
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Sistem Struktur Shear Wall (Dinding Geser
ppartment , Haban, Nepal on : Tower 1 S.no A
escripon
ia %mm'
S!ape
Nos
Total no
Lap Len"t! no
Tower 1 li# s!ea s!earr wal walll S$1 %&ercal bar' a=25 b=20
19
1
19
5.000
6
1
6
5.000
14
1
14
5.000
19
1
19
7.000
6
1
6
7.000
14
1
14
7.000
15
1
15
5.000
6
1
6
5.000
20
1
20
5.000
15
1
15
7.000
6
1
6
7.000
20
1
20
7.000
15
2
30
3.055
15
2
30
2. 2.900
300 15
2
30
2.500
15
1
15
1.720
15
1
15
1.052
15
4
60
0.912
4700
c=16 300 a=25 b=20
6700
c=16 300
S$( %&ercal bar' a=25 b=20
4700
c=16 300 a=25 b=20
6700
c=16 300
). 1
Hori Hori*o *ont ntal al bar bar +or +or S$1 S$1 1 / ( cc
10
innero-ter bar 2
3055 300
10
2300 300
3
10 2200
Ties 8 @ 200 c/c
8
80
4
240
540 5
8
80
240
206 6
8
80
166
210 7
8
80
166
15
1
15
0.864
15
1
15
1.558
15
1
15
0.864
15
1
15
1.990
15
1
15
0.816
15
1
15
0.938
15
1
15
1.424
15
1
15
0.874
15
1
15
0.864
15
1
15
0.922
15
1
15
1.474
15
1
15
0.874
186 8
8
80
533
166 9
8
80
186
166 10 80
8
240
675 11
80
8
240
168 12
8
80
223
166 13
8
466
80
166 14
8
191
80
166 15
8
80
166
186 8
80
16
166
215 8
80
17
166
491 8
80
18 191
C.
Hori*ontal bar +or S$( 1 / ( cc
19
innero-ter bar
2200 10
300
15
2
30
2.5
15
2
30
2.9
15
2
30
2.87
15
1
15
1.72
15
1
15
1.052
15
4
60
0.922
15
1
15
0.864
15
1
15
0.874
15
1
15
1.424
15
1
15
0.978
15
1
15
1.424
300 20
10
2300 300
21
10
300 2570
Ties 0 / ( cc 22
8
80
240
540 23
8
80
240
206 24
8
80
166
215 25
8
80
166
186
27
8
80
191
166 28
8
80
466
166 29
8
80
166
243
30
8
80
466
166 80 31
8
15
1
15
0.874
15
1
15
0.864
15
3
45
0.922
39
1
39
1.474
39
1
39
0.874
13
2
26
2.9
13
2
26
1.09
150
8
2
16
2.6
150
2
2
4
2.6
191
166
32
8
80
166
186 33
8
80
166
215 34
8
80
166
491 80 35
8
166
191
D.
ercal bar o+ li# s!ear 150
wall at entrance 1
10 2450
300 150 2
10 940
2300 3
10 2300
4
10
Tota
Total Len"t!
Total $ei"!t% $ei"!t 6"m' %4"'
3emar4 5nit $ei"!t 6" m
95
3.853
366.035
30
2.466
73.980
1 mm 7 .;1;
70
1.578
110.460
1; mm 7 1.<0
0mm 7 .89
( mm 7 (.=;; ( mm 7 8.08
133
3.853
512.449
42
2.466
103.572
98
1.578
154.644
75
3.853
288.975
30
2.466
73.980
100
1.578
157.800
105
3.853
404.565
42
2.466
103.572
140
1.578
220.920
Total A (<.9( 91.65
0.616
56.456
87
0.616
53.592
75
0.616
46.200
25.8
0.395
10.191
15.78
0.395
6.233
54.72
0.395
21.614
12.96
0.395
5.119
23.37
0.395
9.231
12.96
0.395
5.119
29.85
0.395
11.791
12.24
0.395
4.835
14.07
0.395
5.558
21.36
0.395
8.437
13.11
0.395
5.178
12.96
0.395
5.119
13.83
0.395
5.463
22.11
0.395
8.733
13.11
0.395
5.178
Total )
(<=.=9
75
0.616
46.2
87
0.616
53.592
86.1
0.616
53.0376
25.8
0.395
10.191
15.78
0.395
6.2331
55.32
0.395
21.8514
12.96
0.395
5.1192
13.11
0.395
5.17845
21.36
0.395
8.4372
14.67
0.395
5.79465
21.36
0.395
8.4372
560.978
13.11
0.395
5.17845
12.96
0.395
5.1192
41.49
0.395 16.38855
57.486
0.395 22.70697
34.086
0.395 13.46397
Total C
75.4
0.616
28.34
(0;.9(09
46.4464
0.616 17.45744
41.6
0.616
25.6256
10.4
0.616
6.4064
Total l o+ A2)2C2
9.980= 8((<.0;;
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