Project
Axle loads & design traffic
Traffic growth and design lane
How do you want to describe the heavy traffic?
Add one row per vehicle type (and load state, e.g. laden and empty as two rows). Enter the two-way daily number of that vehicle in the opening year and the load on each axle group. The axle groups start with the typical layout of each Austroads class (Figure 7.1) at the Standard Load — change them to your survey or legal loads. Light vehicles (classes 1–2) are ignored by the method (Section 7.2).
| # | Vehicle (Austroads class) & description | Two-way per day | Axle groups & loads | Groups | ESA / vehicle (damage factor) | ESA / day (two-way) |
|---|
Axle group codes (Austroads Section 7.2, Tables 7.7–7.8)
| Code | Axle group | Typical use | Standard load = 1 ESA |
|---|---|---|---|
| SAST | Single axle, single tyres (2 tyres) | Steering (front) axle of most trucks and buses | 53 kN (5.4 t) |
| SADT | Single axle, dual tyres (4 tyres) | Rear axle of a 2-axle truck; the Austroads Standard Axle | 80 kN (8.2 t) |
| TAST | Tandem axle, single tyres (2 axles, 4 tyres) | Twin-steer front of 4-axle rigid trucks | 89 kN (9.1 t) |
| TADT | Tandem axle, dual tyres (2 axles, 8 tyres) | Rear of 3-axle rigid trucks (10-wheeler); drive axles of prime movers | 135 kN (13.8 t) |
| TRST | Triaxle, single tyres (3 axles, 6 tyres) | Trailers on wide single (super single) tyres | 121 kN (12.3 t) |
| TRDT | Triaxle (tridem), dual tyres (3 axles, 12 tyres) | Semi-trailer rear group (18- and 22-wheelers) | 182 kN (18.6 t) |
| QAST | Quad-axle, single tyres (4 axles, 8 tyres) | Heavy trailers on wide single tyres | 150 kN (15.3 t) |
| QADT | Quad-axle, dual tyres (4 axles, 16 tyres) | Heavy-haulage and some low-loader trailers | 226 kN (23.0 t) |
Single-tyre groups: the standard load above is for tyres narrower than 375 mm. Wider tyres carry more for the same damage (Table 7.8), so pick the tyre width in the list next to the code.
ESA of a group = (load ÷ standard load)4 (flexible pavements; information only here). Axles less than 2.1 m apart count as one group.
Rigid design: each group load is multiplied by the load safety factor and checked for fatigue (F1 = 9 SAST, 18 SADT and TAST, 36 TADT, 54 TRDT, 72 QADT) and erosion (F4, QADT 54). TRST and QAST are not covered by Equations 58 and 61.
Legal limits are the most a truck may carry, not what it does carry. Overloading is common, so use axle load survey data where you have it. The Pakistan truck types in the vehicle list start at the NHA limits.
Use this when you only have a traffic count: the axle groups are spread over loads with the Austroads example distribution (Appendix F). The result is a demonstration (QUALIFIED) — rigid pavements are very sensitive to the real axle loads.
Capacity check (Section 7.4.6)
Concrete base thickness: fatigue and erosion (Section 9.4)
Pavement type and support
Layered subgrade within 1 m: equivalent design CBR (Equation 57)
List the layers below the subbase, top first, down to 1.0 m. Layers under 200 mm are combined with the next one (lower CBR); a weaker layer over a stronger one is not allowed; the result is limited to 15%.
| # | Thickness (m) | CBR (%) |
|---|
Concrete and reliability
Joints, dowels, tie bars & reinforcement (Sections 9.4.6–9.7)
Compare base types: cost and whole-of-life cost (Sections 2.2.7, 9.2.1, Chapter 10)
Base types: PCP = plain (jointed unreinforced) concrete pavement, no steel mesh; JRCP = jointed reinforced concrete pavement (longer slabs with steel mesh); CRCP = continuously reinforced concrete pavement (no contraction joints, continuous longitudinal steel); SFCP = steel fibre reinforced concrete pavement (fibres mixed into the concrete). Dowelled = steel dowel bars across the transverse joints transfer load between slabs; undowelled = no dowels, load passes by aggregate interlock.
Rates (your prices, in place)
Whole-of-life cost (Equation 67)
| Base type | Periodic maintenance per km | Every (years) |
|---|---|---|
| PCP undowelled Plain concrete pavement, no dowels at the joints | ||
| PCP dowelled Plain concrete pavement, dowels at the joints | ||
| JRCP Jointed reinforced concrete pavement | ||
| CRCP Continuously reinforced concrete pavement | ||
| SFCP Steel fibre reinforced concrete pavement |
Your estimates of joint resealing, slab and crack repairs per km at each treatment (0 allowed); Austroads gives no quantities (Section 10.4).
Method, assumptions & references
- Design traffic (Sections 7.4, 7.7, H.3): cumulative heavy vehicle axle groups NDT,HVAG = NDT × NHVAG (Equations 30–35), split by axle group type and load (traffic load distribution, Section 7.5). In the vehicle mix every axle group of every vehicle is one load; the AADT route uses the Austroads example distribution (Appendix F).
- Fatigue (Equations 58–59): Sr = Se/(0.944 fcf) × (P · LSF / 4.45F1)0.94; log Nf = (0.9719 − Sr)/0.0828 for Sr > 0.55; Nf = (4.258/(Sr − 0.4325))3.268 for 0.45 ≤ Sr ≤ 0.55; unlimited below 0.45. F1 = 9 SAST, 18 SADT and TAST, 36 TADT, 54 TRDT, 72 QADT.
- Erosion (Equation 61): log(F2Ne) = 14.524 − 6.777 [max(0, (P · LSF / 4.45F4)2 · 10F3/41.35 − 9.0)]0.103; F2 = 0.06 without and 0.94 with a concrete shoulder; F4 as F1 but 54 for QADT.
- Equivalent stress Se and erosion factor F3 (Equation 60) from the base thickness D and the effective subgrade CBR Ef, with the coefficients of Table 9.4 (stress) and Tables 9.5 / 9.6 (erosion, undowelled / dowelled or CRCP).
- Design thickness (Table 9.3, Section 9.4.1): the least thickness with total fatigue ≤ 100% and total erosion ≤ 100%, rounded up to 5 mm, not less than the minimum of Table 9.7 (125 mm below 106 HVAG, Section 12.9.4). Repetitions with allowable loads above 1011 are not counted (Table 9.3 step 13).
- Effective subgrade strength (Figure 9.1): the four subbase lines are straight on the log–log chart and are fitted to it (CBRE = a × CBRk, maximum 75%); below CBR 2% use 150 mm LCS and 5%. Layered subgrade: Equation 57.
- Light traffic (below 106 HVAG, Section 12.9): erosion is not normally a distress mode, so only fatigue governs; erosion is still shown.
- Joints and reinforcement: dowels Table 9.9 (Grade 250N, 450 mm, 300 mm centres); tie bars and JRCP / CRCP transverse steel by subgrade drag, As = μLρgD/(1000fs) (Equation 62); CRCP longitudinal steel Equations 63–65 (minimum 0.67%) and crack spacing Equation 66.
- Verified against the worked example of Appendix M (PCP with shoulders, 150 mm LCS, 4 × 107 HVAG, LSF 1.3): equivalent stresses, erosion factors and allowable repetitions match the printed tables, and the design is 215 mm.
- Source: Austroads (2026) Guide to Pavement Technology Part 2: Pavement Structural Design, AGPT02-26 (Edition 5.2), Chapters 7, 9 and 12, Appendices F, H and M. This free tool is independent and not endorsed by Austroads; check designs against the guide and your road agency’s requirements.