Joints, dowels and tie bars
Concrete shrinks as it dries and expands and contracts with temperature. A long slab restrained by friction on its base would crack at random. Joints are deliberate, planned weak lines that let cracks form where they can be sealed, maintained and kept tight. Getting joints right is as important as getting the thickness right; most distress in concrete roads appears at joints.
Transverse contraction joints are sawn to about a quarter or a third of the slab depth, early enough to beat random cracking but late enough that the saw does not ravel the edges; spacing is typically about 4.5 m in plain jointed pavements. Longitudinal joints divide lanes and control cracking across the width. Expansion joints allow for expansion, mainly at bridges and fixed structures; isolation joints separate slabs from manholes and buildings. Construction joints occur at the end of a day's work and are designed like contraction joints.
Dowel bars are smooth round steel bars placed across transverse joints at mid-depth, parallel to the road and to the surface, and debonded on one side so the slab can move lengthwise. They transfer wheel load from one slab to the next, preventing faulting and pumping. Tie bars are deformed bars across longitudinal joints that hold adjacent lanes together but are not meant to transfer much load. Dowel misalignment, from poor baskets or inserters, locks joints and causes cracking. Joint sealant keeps water and grit out.
Time the saw cut by test cuts on the first panel each day; weather changes the window.
Tie bar area per metre: As = b f W / Sst (b lane width, f friction, W slab weight per m²)Tie bar length: L = 2 × (bond length) + allowanceSaw-cut depth ≈ D/4 to D/3Dowels: smooth, at mid-depth, one end debonded
Problem. A 300 mm slab, 3.5 m lane width, unit weight 24 kN/m³, friction coefficient 1.5. Tie bars of Fe 500 with allowable stress 200 MPa. Find tie steel per metre of joint.
- Slab weight W = 0.30 × 24 = 7.2 kPa.
- As = 3.5 × 1.5 × 7.2 / 200 000 kPa = 37.8 / 200 000 m² per m = 189 mm² per metre.
- Using 12 mm bars (113 mm²): spacing = 113 / 189 × 1 000 = 598 mm, so adopt 12 mm at 550 to 600 mm.
Answer. About 189 mm² per metre; 12 mm bars at about 600 mm
Quick quiz
1Why are contraction joints sawn?
To create a planned weak plane where the crack forms.
2Why are dowels smooth and debonded?
So slabs can move lengthwise while still transferring load.
3What happens if dowels are misaligned?
The joint locks and the slab cracks.
- IRC:58 (India): Guidelines for the design of plain jointed rigid pavements for highways.
Clauses and documents to read
- IRC:15-2017 (joints in concrete roads)
- IRC:58-2015 (dowel and tie bar design)
- IRC:57-2018 (sealing of joints)
Cited by number and clause only. We do not reproduce clause text, tables or figures (BIS Act 2016, s.10(5) and s.11). Check the current edition and amendments before use.
References and further reading
Standard texts, listed in no order of merit. We do not copy text, figures, tables or solved problems from any book; our explanations and examples are original.
- E. J. Yoder, M. W. Witczak, Principles of Pavement Design, Wiley, 2nd edition.
- Y. H. Huang, Pavement Analysis and Design, Pearson, 2nd edition.
Free and official sources
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