Material : Concrete Grade M 25 Reinforcement Steel Grade
Fe 500
Dimensions: Short Span : Lx: Long Span : Ly:
3.2 5.8
m m
Effective Cover:
25
mm
Boundary Condition:
1
Load : Floor Finish Load wf: Live Load wL: Load Factor for BM: Load Factor for SF: Calculations: Aspect ratio=Ly/Lx= Slab designed as:
3
(Cover should comply clause 26.4 of IS:456) * For Two way slab,refer the sketch on the right side.Dark line shows the continuity. * For one way continuous slab, 5 for Intermediate Panel,7 for end Panel, * For one way discontinuous slab, 9. * For cantilever slab, 10.
1
kN/m2
4 1.5 1.5
kN/m2
5
7
9
1.8125 Two Way Slab
Bending Moment Coefficients: ax support = 0.0613 For short span support moment. ax span = 0.0460 For short span span moment. ay support =
0.032 For Long span support moment.
ay span =
0.024 For Long span span moment.
Depth assumed D = Selfweight wself =25xD/1000=
150 mm 2 3.75 kN/m
OK ( Density of concrete assumed 25 kN/m 3)
2 Load intensity = w = wself+wf+wL= 8.75 kN/m Effective depth d= D - Eff. Cover= 125 mm Factored Bending Moments=Factor x w x Coefficient x Lx2
Mu/bd2
pt req
Mux support= Mux span=
8.232 kN m 6.182 kN m
0.527 0.396
% 0.124 0.093
Muy support= Muy span=
4.301 kN m 3.226 kN m
0.275 0.206
0.064 0.048
Page 1
Ast req Explanation: mm2/ m 2 6 2 155.33 Mu/bd =Mux10 /(1000xd ) 115.91 pt req is from charts of SP-16. 80.16 Ast= ptx1000xd/100 59.93
Sheet1
2 180 mm per meter
Minimum Ast req=0.12xD/1000= Reinforcement Provided: Short Span Support: Short Span Span: Long Span Support: Long Span Span:
12 12 12 10
Dia at Dia at Dia at Dia at
150 200 200 200
c/c c/c c/c c/c
Check for Deflection: Basic L/d = 26 (Clause 23.2.1 of IS 456-2000) Modification factor= 2 ( Figure 4 of IS 456-2000) d req as per deflection control=Lx/(Basic L/d x Modification factor )= d required < d provided so, OK Check for Shear: Shear Force Vu= Factor x w x Lx/2= 21 kN N/mm2 Nominal Shear Stress=Vu/bd= 0.168 %reinforcement= 0.452 % Beta= 6.419 N/mm2 tc= 0.469 As per Clause 40.2.1.1 IS:456:2000 k= 1.3 N/mm2 kxtc= 0.610 so, OK
Page 2
Ast= Ast= Ast= Ast=
61.54
753.6 565.2 565.2 392.5
mm
OK OK OK OK
Sheet1
Page 3
Sheet1
2
4
6
8
Explanation:
ux106/(1000xd2) m charts of SP-16.
Page 4
Sheet1
Page 5
Sheet1
Page 6
DALAL CONSULTANTS ENGINEERS LIMITED
12/29/2013
For Cantilever Slab,Parapet Wall Details: Wall at the end of Wall Height: Cantilever slab Wall Thk: TWO WAY slab Fck:Lx Lz SHORT
m
LONG
m
3.20 5.8
25 Cover 25 WL WF Boundary treq tprov Live
Finish
Condition
initial
Kn/m Kn/m
4
1
1 121
1
2
3
4
5
6
7
8
Boundary Conditions:
REINFORCEMENT SHORT SPAN final SPAN Required Provided 150 86.5 12 628 12 200 LONG SPAN SPAN Required Provided 10 436 10 200 treq
SUPPORT Required Provided 12 628 12 150 SUPPORT Required Provided 12 628 12 200
9
Two Way Slab: One Way Slab:
Cantilever Slab:
1 to 9 as per code 5 for Intermediate panel 7 for End Panel 9 for Simply Supported 10
Page 7
0.9 0.12
Sheet3
TWO WAY SLAB: Lx(Short Span) Lz(Long Span) Aspect ratio slab th(ini) slab th(pro) Boundary condition
Mu SUPP(short) Mu SPAN (short) Mu SUPP(long) Mu SPAN(long) Thickness Req
Interior Panels Negative moment at conti. edge. Positive moment at Mid-span One Short Edge Disconti nuous. Negative moment at conti. edge. Positive moment at Mid-span One Long Edge Disconti nuous. Negative moment at conti. edge. Positive moment at Mid-span Two Adjacen t Edges Disconti nuous.
Negative moment at conti. edge. Positive moment at Mid-span
Two Short Edges Disconti nuous. Negative moment at conti. edge. Positive moment at Mid-span Two Long Edges Disconti nuous. Negative moment at conti. edge.
0.032
1.1
1.2
1.3
0.037
0.043
0.047
0.024
0.028
0.032
0.036
0.037
0.043
0.048
0.051
0.028
0.032
0.036
0.039
0.037
0.044
0.052
0.057
0.028
0.033
0.039
0.044
0.047
0.053
0.06
0.065
0.035
0.04
0.045
0.049
0.045
0.049
0.052
0.056
0.035
0.037
0.04
0.043
0
0
0
0
Page 9
Sheet3
Positive moment at Mid-span
7
8
9
One Long Edge continu ous. Negative moment at conti. edge. Positive moment at Mid-span One Short Edge continu ous. Negative moment at conti. edge. Positive moment at Mid-span Four Edges Disconti nuous. Negative moment at conti. edge. Positive moment at Mid-span
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