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Guias e Dicas
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escads dois lances, Notas de estudo de Cultura

escadas com dois lances

Tipologia: Notas de estudo

2014

Compartilhado em 04/02/2014

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DESIGN OF DOG-LEGGED STAIR
Name of work :- pkn
1 Stair hall measure 2.50 x5.00 m
2 Available verical space between floor 3.00 m3000 mm
3 Horizontal Span of stair case 1.20 mtr 1200 mm
4 Risers 0.15 mtr 150 mm
5 Treads 0.25 mtr 250 mm
6 Conrete M - 20 wt. of concrete 25000
7m13.33
7 Steel fy 415 230
8 Nominal cover 25 Effective cover 30 mm
Reinforcement
Main Bottom slab 10 100 mm c/c
Anchor bars (Bottom ) 82Nos.
Strirrups 8270 mm c/c
10 200 mm c/c
2050
1750 1200
150 1.20
250
1200
10 100 mm c/c
3.00 150
8 270 mm c/c 250
1.80
10 200 mm c/c
180 mm
1050
1050 2.75 1200
N/m3
scbc
N/mm2
sst
N/mm2
mm F bars
mm F bars
mm F bars
mm f
mm f
mm f
mm f
pk_nandwana@yahoo.co.in
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DESIGN OF DOG-LEGGED STAIR

Name of work :- pkn

1 Stair hall measure 2.50 x 5.00 m

2 Available verical space between floor 3.00 m 3000 mm

3 Horizontal Span of stair case 1.20 mtr 1200 mm

4 Risers 0.15 mtr 150 mm

5 Treads 0.25 mtr 250 mm

6 Conrete M - 20 wt. of concrete 25000

7 m 13.

7 Steel fy 415 230

8 Nominal cover 25 Effective cover 30 mm

Reinforcement

Main Bottom slab 10 100 mm c/c

Anchor bars (Bottom ) 8 2 Nos.

Strirrups 8 270 mm c/c

10 200 mm c/c

2050

1750 1200

150 1.

250

1200

10 100 mm c/c

3.00 150

8 270 mm c/c 250

10 200 mm c/c

180 mm

1050

1050 2.75 1200

N/m

3

s

cbc

N/mm

2

s

st

N/mm

2

mm F bars

mm F bars

mm F bars

mm f

mm f

mm f

mm f

pk_nandwana@yahoo.co.in

DESIGN OF DOG-LEGGED STAIR

Name of work :- pkn

Stair hall measure 2.50 x 5.

Available verical space between floor 3.00 m

Horizontal Span of stair case 1.20 m 1200 mm

Risers 0.15 m 150 mm

Treads 0.25 m 250 mm

Concrete M- 20 wt. of concrete 25000

7 m 13.

Steel fy- 415 230

Nominal cover 25 mm Effective cover 30 mm

1 Genral arrngment:-

Fig. shows plan of stair hall.

= 3.00 / 2 = 1.50 m minimum 1.8 m which is heigher

No. of risers required = 1.80 / 0.15 = 12

No. of treads required = 12 - 1 = 11 No. in 1st flight.

Spce occupied by treads = 11 x 0.25 = 2.75 m

Keep width of landing equal to = 1.20 m

= 1.05 m

= 1.20 m

No. of risers required = 1.20 / 0.15 = 8

No. of treads required = 8 - 1 = 7 No. in 2nd flight.

Spce occupied by treads = 7 x 0.25 = 1.75 m

Keep width of top landing = m

2 Design Constants:- For HYSD Bars Cocrete M = 20

230 wt. of concrete = 25000

= 7 m = 13.

m*c

x 7

13.33 x 7 + 230

= 0.5 x 7 x 0.904 x 0.289 = 0.

3 Loading Each Flight :-

The landing slab is assume to span in the same direction as stair, and is considered

as acting together to form a single slab. Let the bearing of landing slab in wall be = 160 mm

The effective span = 2.75 + 1.20 +( 0.16 / 2 )'= 4.03 m say = 4.00 m

Let the thickness of waist slab '= 5.00 x 40 = 200 mm

= 0.2 x 1 x 1 x 25000 = 5000

x = 5000 x

T 250

x

x ### = 1875 N/m

= 7706 N

Weight of fiishing etc. = 100 N

Live load = 2500 N

Total weight = 10306 N

Note. The load w on the landing portion will be 10306 - N, since weight of step will not come on it. However, 1875 = 8431

a uniform value of w has been adopted here.

N/mm

2

s

cbc

N/mm

2 s

st

N/mm

2

Height of 1

st

flight.

No. in 1

st

flight.

\ Space left for passage

Height of 1

st

flight.

No. in 2

nd

flight.

sst N/mm

2

N/mm

2

scbc N/mm

3

k =

m*c+sst

j =1-k/

R =1/2xc x j x k

\Weight of slab w' on slope N/m

2

Dead weight of horizontal area w

1

= w'

R

2

+T

2 2

2

N/m

2

Dead weight of step is w

2

\ Total Dead weight per meter run

pk_nandwana@yaho.co.in

ich is heigher

s considered

e on it. However,

DESIGN OF DOG-LEGGED STAIR

UP

11

10

9 8 270

8

7

### 6

250

5

150

4

3

2

1

Foor level

1.20 2.75 1.

mm F c/c

mm F c/c

2050

1750 1200

150 1.

250

1200

10 100 mm c/c

3.00 0

8 270 mm c/c 0

180 mm

1050

1050 2.75 1200

mm f

mm f

pk_nandwana@yahoo.co.in

M-10 M-15 M-20 M-25 M-30 M-35 M-40 M-45 M-

Development Length in tension

Plain M.S. Bars H.Y.S.D. Bars

(N/mm2) (N/mm2) (N/mm2)

Permissible Bond stress Table t

bd

in concrete (IS : 456-2000)

t

bd

(N / mm2) k

d

= L

d

F t

bd

(N / mm2) k

d

= L

d

F

Permissible stress in concrete (IS : 456-2000)

Permission stress in compression (N/mm

2

Permissible stress in bond (Average) for

plain bars in tention (N/mm

2

Bending a )

cbc

Direct (a

cc

Kg/m

2

Kg/m

2

in kg/m

2