ftc slab dsn

16
Design of two-way slab Panel No = S1 Input data: ACI Moment Coefficients Case No = 2 la = 15 ft m = 1.00 lb = 15 ft = 0.045 f'c = 3 ksi = 0.045 fy = 60 ksi = 0.018 DL add = 0.06 = 0.018 LL = 0.03 = 0.027 h, cal = 4 in = 0.027 h, used = 6 in Wa = 0.500 Wb = 0.500 Loads Calculation: Moments Calculation: DL wu = 0.162 Ma(-ve) = 25.52 k-in LL wu = 0.048 Mb(-ve) = 25.52 k-in TL wu = 0.21 Ma(+ve) = 11.37 k-in Mb(+ve) = 11.37 k-in Steel Calculation: = 5 in Moments #4(in c/c) #3(in c/c) = 4.75 in Ma(-ve) 0.13 12 10.2 = 0.85 Mb(-ve) 0.13 12 10.2 = 0.914 Ma(+ve) 0.13 12 10.2 = 0.13 Mb(+ve) 0.13 12 10.2 = 12 Load Transfer: Load Transfer To Longer Beam = 0.788 k/ft Load Transfer To Shorter Beam = 0.788 k/ft Ca neg Cb neg Ca dl k/ft 2 Cb dl k/ft 2 Ca ll Cb ll k/ft 2 k/ft 2 k/ft 2 d a As req d b As max in 2 As min in 2 S max

Upload: naveed-naz

Post on 14-Jul-2016

219 views

Category:

Documents


5 download

DESCRIPTION

two way slab design

TRANSCRIPT

Page 1: Ftc Slab Dsn

Design of two-way slab

Panel No = S1 Input data: ACI Moment Coefficients

Case No = 2

la = 15 ft m = 1.00

lb = 15 ft = 0.045

f'c = 3 ksi = 0.045

fy = 60 ksi = 0.018

DL add = 0.06 = 0.018

LL = 0.03 = 0.027

h, cal = 4 in = 0.027

h, used = 6 in Wa = 0.500

Wb = 0.500

Loads Calculation: Moments Calculation:

DL wu = 0.162 Ma(-ve) = 25.52 k-in

LL wu = 0.048 Mb(-ve) = 25.52 k-in

TL wu = 0.21 Ma(+ve) = 11.37 k-in

Mb(+ve) = 11.37 k-in

Steel Calculation:

= 5 in Moments #4(in c/c)#3(in c/c)

= 4.75 in Ma(-ve) 0.13 12 10.2

= 0.85 Mb(-ve) 0.13 12 10.2

= 0.914 Ma(+ve) 0.13 12 10.2

= 0.13 Mb(+ve) 0.13 12 10.2

= 12

Load Transfer:

Load Transfer To Longer Beam = 0.788 k/ft

Load Transfer To Shorter Beam = 0.788 k/ft

Caneg

Cbneg

Cadl

k/ft2 Cbdl

k/ft2 Call

Cbll

k/ft2

k/ft2

k/ft2

da

Asreq

db

Asmax in2

Asmin in2

Smax

Page 2: Ftc Slab Dsn

Design of two-way slab

Panel No = S1 Input data: ACI Moment Coefficients

Case No = 8

la = 15 ft m = 1.00

lb = 15 ft = 0.033

f'c = 3 ksi = 0.061

fy = 60 ksi = 0.020

DL add = 0.06 = 0.023

LL = 0.03 = 0.028

h, cal = 4 in = 0.030

h, used = 6 in Wa = 0.330

Wb = 0.670

Loads Calculation: Moments Calculation:

DL wu = 0.162 Ma(-ve) = 18.71 k-in

LL wu = 0.048 Mb(-ve) = 34.59 k-in

TL wu = 0.21 Ma(+ve) = 12.38 k-in

Mb(+ve) = 13.95 k-in

Steel Calculation:

= 5 in Moments #4(in c/c)#3(in c/c)

= 4.75 in Ma(-ve) 0.13 12 10.2

= 0.85 Mb(-ve) 0.139 12 9.5

= 0.914 Ma(+ve) 0.13 12 10.2

= 0.13 Mb(+ve) 0.13 12 10.2

= 12

Load Transfer:

Load Transfer To Longer Beam = 0.52 k/ft

Load Transfer To Shorter Beam = 1.055 k/ft

Caneg

Cbneg

Cadl

k/ft2 Cbdl

k/ft2 Call

Cbll

k/ft2

k/ft2

k/ft2

da

Asreq

db

Asmax in2

Asmin in2

Smax

Page 3: Ftc Slab Dsn

T-Beam DesignMaterial

Concrete Compressive Strength fc' 3000 psi

Rebar Yield Strength fy 40000 psi

Unit Weight of Concrete wc 150 pcf

Dimensionsc/c distance b/w the beams 10 ftc/c span 30.75 ftClear Span(Exterior) Ln1 29.25 ftClear Span(Interior) Ln2 29.25 ftSupport Width 18 in

Beam Depth h 24 inclear cover to rebar centre c.c 3 ineffective depth d 21 inBeam Width bw 12 inSlab Thickness hf 6 in

Effective Flange Width beff 92.3 in

Support Length L 30.75 ft

Loads Calculations

Service Dead Load from Slab SDL 1.25 k/ftBeam Self Weigth Wself 0.225 k/ft

Total Dead Load DL 1.475 k/ft

Live Load from Slab LL 0.4 k/ft

Total Service Load Ws 1.875 k/ft

Total Factored Load Wu 2.41 k/ft

Bending Moment CalculationEquivalent Compression Depth

Trial-1 a 6.0 in

As 3.5 in^2

Trial-2 a 0.6 in

As 3.0 in^2

Trial-3 a 0.5 inAs 3.0 in^2

Trial-4 a 0.5 in

Page 4: Ftc Slab Dsn

Shear Reinforcmenth 36 inc.c 1.5 ind 34.5 inbw 12 infc' 4000 ksify 40000 ksiVu 135 kipsphi 0.75phi Vc 39.27548854 kips

Page 5: Ftc Slab Dsn

SpacingUsing #3, 2-Legged Stirrup

Bar # 3No. of Legs 2Av 0.222222222 in^2Design Spacing 2.402728376 in

Max Spacing

14.81

14.8117.25

24.0015.62

Provide # 3

Development Length of Beam Bar in ColumnDia Bar 0.75 inld 7.297563831 in

Page 6: Ftc Slab Dsn

hmin(in)Case1 Simply Supported L/16 18

Case2 One End Continous L/18.5 16

Case3 Both Ends Continous L/21 14

Case4 Cantilever L/8 37

3.012133879

0

85.913128.87

ACI Moments(kip-ft) for:Discontinous End Unrestrained 0 187.4

Spandrel 85.9 147.3

Column 128.9 147.3

Compare with hmin

Ln1

Page 7: Ftc Slab Dsn

Ln1

Page 8: Ftc Slab Dsn

inches

@ 2.40 c/c

Page 9: Ftc Slab Dsn

206.2 187.4 128.9 187.4 187.4

Ln2

Page 10: Ftc Slab Dsn

Ln2

Page 11: Ftc Slab Dsn
Page 12: Ftc Slab Dsn

Slab Reinforcement Detail(6in Thick)1st Floor

M1 #4 @ 9in c/c MT1 #4 @ 6in c/cM2 #4 @ 9in c/c MT2 #4 @ 6in c/c

2nd FloorM1 #3 @ 9in c/c MT1 #3 @ 6in c/cM2 #3 @ 9in c/c MT2 #3 @ 6in c/c

RoofM1 #3 @ 9in c/c MT1 #3 @ 9in c/cM2 #3 @ 9in c/c MT2 #3 @ 9in c/c

Footing Reinforcement Detail(15in Thick)

Slab on GradeM1 #4 @ 9in c/c MT1 #4 @ 6in c/cM2 #4 @ 9in c/c MT2 #4 @ 6in c/c

Grade Beam

Page 13: Ftc Slab Dsn

Square Footing InputsAlpha 20Colum C1 13 in

C2 13 inDL on Column kipsLL on Column kipsSDL 210 kipsWu 230 kipsDepth of footing Z 5 ftFloor Thickness 6 in 150 pcfFill 39 in 120 pcfFloor Loading 275.5 psfBearing Capacity 4408 psfAssume Thickness of footing equal to 1 to 2times column dimension

13 inSay 15 in 150 pcfd 11 in

Materialfc' 3500 psify 60000 psi

Allowable Net Pressureqn 3.48 ksf

Area RequiredA 60.34483 ft^2

Width of FootingB 7.768193 ftSay 6 ftA 36 ft^2

Factored Net Soil Pressureqf 6.388889 ksf

Check the thickness for punching shear

Punching AreaAp 4 ft^2

Critical Perimeterbo 96 in

Punching Shear DemandVup 204.4444 kips

OK if phi Vc > Vu otherwise increase thicknessPunching Shear Capacityphi Vc 212.4109 kips

Check the thickness for one way shear

Beam Shear Width

Page 14: Ftc Slab Dsn

18.5 inShear Demand

Vu 59.09722 kips

OK if phi Vc > Vu otherwise increase thicknessShear Capacityphi Vc 79.6541 kips

Design of Reinforcment

Moment Demand

Mu 115.8319 kip-ft

Area of Steel Requireda 3 inAs 2.709518 in^2a 0.758969 inAs 2.423651 in^2a 0.678894 inAs 2.414548 in^2a 0.676344 inAs 2.414259 in^2 Asmin 1.944 in^2

Check a/d with table A-4 for phiphi 0.9

Bar # Bar Area Spacing of Bars Try6 0.44 2.2 7 # 6 @ 38 0.79 3.9 4 # 8 @ 59 1.00 5.0 3 # 9 @ 611 1.49 7.4 2 # 11 @ 9

Allowable Bearing on Footing

174.0375 kips

Allowable Bearing on the Base of Column

351.943 kips Should be great than 230 kips

Page 15: Ftc Slab Dsn

Column Interior Edge CornerAlpha 40 30 20

Beta c Bc 1

OK if phi Vc > Vu otherwise increase thickness

Page 16: Ftc Slab Dsn

OK if phi Vc > Vu otherwise increase thickness

As phi Mn

in c/c 3.1 149 kip-ft

> 116 kip-ftin c/c 3.2 152 kip-ft

in c/c 3.0 144 kip-ft

in c/c 3.0 143 kip-ft

otherwise provide dowels