cc pavement (revised design)
TRANSCRIPT
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Pavement thickness = 150mm
From The Graph Edge load Stress (Fig 2 of SP62:2004) = 4.00 Mpa
b) Edge temparature Stress
For the state of Andhra Pradesh the temperature differentials ( Dt ) for 150mm thick slab is 17.3 oC
Alpha = Coefficient of Thermal expansion of Concrete = 10 X Power(10, -6)
(As per Clause 3.8 , page 8 of SP62:2004 )
L / l = : 5.569
W / l = : 5.569
FOR L / l = 5.569
Bradbury's coefficient C from Fig. 1, (Page 9,SP 62:2004)
By interpolation C value may be arriaved = (0.72+(0.92-0.72)*(5.569-5)/(6-5))
= 0.834
From The Graph Edge Temperature Stress (Fig 1, page 9 of SP62:2004) = 2.15 Mpa
c) Total Stress
Total Stress = Edge Load Stress + Edge Temperature Stress
= 6.15 Mpa
This value is greater than the allowable flexural strength 4.6 Mpa
So, Slab thickness 150 mm assumed is inadequate.
Trial 2Let Thickness of road be h : 200 mm
l = radius of relative Stiffness = 4 Sqrt {(E * h^3) / (12*(1 - ^2 )*K) }
42.000))
835.44 mm
a) Edge Load Stress :Wheel Load = 51.00KN k = 42.00 x10^-3 N/sqmm/mm.
Pavement thickness = 200mm
From The Graph Edge load Stress (Fig 2 of SP62:2004) = 2.75 Mpa
b) Edge temparature Stress
For the state of Andhra Pradesh the temperature differentials ( Dt ) for 200mm thick slab is 17.3 oC
Alpha = Coefficient of Thermal expansion of Concrete = 10 X Power(10, -6)
(As per Clause 3.8 , page 8 of SP62:2004 )
L / l = : 4.489
W / l = : 4.489
FOR L / l = 4.489
Bradbury's coefficient C from Fig. 1, (Page 9,SP 62:2004)
By interpolation C value may be arriaved = (0.44+(0.72-0.44)*(4.489-4)/(5-4))
= 0.577
From The Graph Edge Temperature Stress (Fig 1, page 9 of SP62:2004) = 1.50 Mpa
3750 / 673.31
=4 th Sqrt( (3*10^4*200^3)/(12*(1-0.15^2)*
3750 / 835.44
3750 / 835.44
3750 / 673.31
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c) Total Stress
Total Stress = Edge Load Stress + Edge Temperature Stress
= 4.25 Mpa
This value is less than the allowable flexural strength 4.6 Mpa
So, Slab thickness 200 mm assumed is adequate.
2 Corner Load Stress
Wheel Load = 51.00KN k = 42.00 x10^-3 N/sqmm/mm.Pavement thickness = 200mm
From The Graph Corner Load Stress (Fig 3 of SP62:2004) = 3.00 Mpa
This value is less than the allowable flexural strength 4.6 Mpa
So, Slab thickness 200 mm assumed is adequate.
DESIGN OF JOINTS
Spacing of Contraction Joint (Lc) :
Sc = Allowable stresses in tension during initial period of curing = 0.8kg/Sqcm.
f = Coefficient of friction at interface = 1.4
W = Unit weight of cement concrete = 2400 kg/Cum.
Lc = 4.76 m
IRC specifies maximum spacing of 4.50m the design value is 3.75m (
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Table - 1
SoakedCBR% 2 3 4 5 7 10 15 20 50
K Valuex10^-3N/mm2/mm 21 28 35 42 48 55 62 69 140
Table - 2
Expected Values of standard Deviation of Compressive Strength
Grade of Concrete Standard Deviation for different degrees of control, Mpa
Tab le - 3 Tab l e - 4
Recommended Temperature Differentials for Concrete Slabs
L / I and W / I C1 0.000 15 20 25
2 0.040 III A.P. 17.3 19.0 20.33 0.1754 0.4405 0.7206 0.9207 1.030 Mix Mix type8 1.075 20 1.2.49 1.080 30 1.1.5.3
10 1.07511 1.050
12and above 1.000
Temperature Differentials, C inSlabs of thickness in cms
Zone States
6.3
6.6
7.3
7.65.6
Approximate K Value corresponding to C.B.R. values
Very good Good Fair
7.0
Values of co-efficient 'C' based on Bradbury's
Chart
M 30
M 35
M 40
6.0
5.3
5.0
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A B C D E F G H I J K L M N O P Q R S T U V W Xa b c d e f g h i j k l m n o p q r s t u v w xA B C D E F G H I J K L M N O P Q R S T U V W X
a b d e f g h k lm o p q r s v w
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