Tie Bars | Tie Bar Installation Problems | Tie Bar Spacing |Tie Bar Design
Tie Bars | Tie Bar Installation Problems | Tie Bar Spacing |Tie Bar Design
INTRODUCTION :
Tie Bars:
Tie Bars are deformed steel bars, deformed epoxy coated steels, or connectors that are used to hold faces of rigid slabs in contact, as per AASHTO, 1993. Not only are they used to decline transverse cracking but also avoid separation and differential deflection of lanes.
Tie Bar Installation Problems:
- Bars are missing.
- Poorly adjusted equipment.
- Concrete around bars is poorly consolidated.
- Too stiff mix, often caused by mix delays.
- Tie bar misplacement
Tie Bar Spacing:
Table 1 and Table 2 are used to determine spacing of tie bars for bar diameter of 12.5mm and 16mm, respectively.
Table 1 Spacing of Tie bars for Steel Yield Strength of 280MPa and Bar Diameter of 12.5mm
Concrete Thickness, mm Distance to Free Edge, mm Distance to Free Edge, mm Distance to Free Edge, mm Distance to Free Edge, mm - 3000 3600 4800 7200 225 650 550 400 275 250 600 500 400 250 275 550 450 350 225 300 500 400 325 225
| Concrete Thickness, mm | Distance to Free Edge, mm | Distance to Free Edge, mm | Distance to Free Edge, mm | Distance to Free Edge, mm |
| - | 3000 | 3600 | 4800 | 7200 |
| 225 | 650 | 550 | 400 | 275 |
| 250 | 600 | 500 | 400 | 250 |
| 275 | 550 | 450 | 350 | 225 |
| 300 | 500 | 400 | 325 | 225 |
Table 2 Spacing of Tie bars for Steel Yield Strength of 280MPa and Bar Diameter of 16mm
| Concrete Thickness, mm | Distance to Free Edge, mm | Distance to Free Edge, mm | Distance to Free Edge, mm | Distance to Free Edge, mm |
| - | 3000 | 3600 | 4800 | 7200 |
| 225 | 1050 | 875 | 650 | 425 |
| 250 | 950 | 775 | 600 | 400 |
| 275 | 850 | 725 | 525 | 350 |
| 300 | 775 | 650 | 500 | 325 |
Advantages
- Tie bars improve the performance of pavement joints substantially.
- They increase the initial cost but reduce life cycle cos
Area of steel per unit length of joint is obtained by equating the total friction
to the total tension developed in the
tie bars
ats As = B M yc †
Length
of embedment required to develop a bond strength equal to working stress of
steel
Lt d ats
ats As = 2 P abc or Lt = 2 abc
σts Allowable
tensile stress in steel = 1400 kg/cm2 As Area of tie bar
B distance b/w the joint and nearest
free edge h Slab thickness
γc Unit
weight of concrete
f Coefficient of subgrade restraint (max 1.5) Lt Length of tie bar
P Perimeter of tie bar
d Diameter
of tie bar
σbc Allowable bond stress in concrete =
24.6 kg/cm2 for
deformed tie bars
=
17.5 kg/cm2 for plain tie bars
Details of Tie Bars for Longitudinal Joint of Two-Lane
Rigid Pavements
|
Slab Thickness
cm |
Tie bar
details, cm |
||||
|
Diameter mm |
Max. spacing, cm |
Minimum Length, cm |
|||
|
Plain bars |
Deformed bars |
Plain bars |
Deformed bars |
||
|
15 |
8 |
33 |
53 |
44 |
48 |
|
10 |
52 |
83 |
51 |
56 |
|
|
20 |
10 |
39 |
62 |
51 |
56 |
|
12 |
56 |
90 |
58 |
64 |
|
|
25 |
12 |
45 |
72 |
58 |
64 |
|
16 |
80 |
128 |
72 |
80 |
|
|
30 |
12 |
37 |
60 |
58 |
64 |
|
16 |
66 |
106 |
72 |
80 |
|
|
35 |
12 |
32 |
51 |
57 |
64 |
|
16 |
57 |
91 |
72 |
80 |
|
Note: The recommended details
are based on the following
values of design
parameters σts Allowable tensile
stress in steel = 2000 kg/cm2 for deformed bars
= 1250 kg/cm2 for plain
bars
σbc Allowable bond stress
in concrete = 24.6 kg/cm2 for
deformed bars
= 17.5 kg/cm2 for plain
bars
COMMENTS