Haul Road Design

Running width, curve widening, superelevation and stopping distance for the biggest truck on the road. The stopping check is the one that matters: a loaded truck on a descent needs far more room than most people expect.

A banked haul road curving around an open pit wall with a safety berm

Step 1: The biggest truck on the road

Every dimension below is set by the largest vehicle using the road on a regular schedule, not the average one.

Step 2: The road

Lanes and the tightest bend on the segment you are designing.

Step 3: Braking

The published defaults are Kaufman and Ault's. Change them only with test data.

What you get

Every figure traces to a printed page in the working below.

  • Running width, straight and through the bend
  • Superelevation for the curve at your design speed
  • Stopping distance, checked against the 61 m (200 ft) limit
  • Sight distance you must hold to make that stop
  • Total resistance for the climb out
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running width, m
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stopping distance, m
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superelevation
StepValueWhere it comes from

Road cross-section, to scale

Stopping distance

Road width multipliers
LanesFactor × widest vehicle
12.0
23.5
35.0
46.5
Vehicle on a bend6 m (20 ft)45 m (150 ft)60 m (200 ft)
Rear-dump and unitized trucks125%118%110%
Articulated trucks155%135%115%

SME Mining Reference Handbook, 2nd ed., pp. 323-324. The curve figures are a percentage of the straight-road width, by inside radius. Past 60 m (200 ft) the published table stops and no widening is applied here.

Superelevation rates by curve radius and speed
Radius, m
503.5%6.0%9.0%
752.5%4.5%7.0%9.0%
1002.0%3.5%5.0%7.5%9.0%
1502.0%2.5%3.5%5.0%6.5%8.5%
2002.0%2.0%2.5%3.5%5.0%6.5%8.0%
3002.0%2.0%2.0%2.5%3.5%4.5%5.5%6.5%8.0%
4002.0%2.0%2.0%2.0%2.5%3.5%4.0%5.0%6.0%
5002.0%2.0%2.0%2.0%2.0%2.5%3.0%4.0%5.0%

SME Mining Engineering Handbook, p. 963. A blank cell means the combination is not published: that curve is too tight for that speed. The calculator reads conservatively, taking the tighter radius and the higher speed when your values fall between rows.

Maximum rate of superelevation change on tangents
Truck speed, mphChange per 100 yd of tangent, in./yd
159.35
209.00
258.28
307.20
<405.76

SME Mining Reference Handbook, 2nd ed., p. 326, reproduced with the printed units exactly as published. This one is not computed for you. How the rate converts into a transition length depends on how your own standard applies it, and guessing at an interpretation of the published units is how a design ends up confidently wrong.

Rolling resistance by road surface
Ground surfaceEquivalent extra % grade
Gravel, well compacted, dry, free of loose material2.0
Gravel, not firmly compacted but dry3.0
Gravel, loose10.0
Mud with firm base4.0
Mud with soft spongy base16.0
Sand, loose10.0
Snow, packed2.5
Dirt, smooth, hard, dry, well maintained, free of loose material2.0
Dirt, soft, unplowed, poorly maintained4.0
Dirt, soft plowed8.0
Dirt, deeply rutted16.0

SME Mining Reference Handbook, 2nd ed., p. 327.

The stopping equation is empirical, and it does not know about heat. It gives a rough estimate only, and it makes no allowance for brake fade: hold the brakes on for long enough and the heat cuts what they can do, which is exactly the situation on a long descent. The 61 m (200 ft) limit comes from the British Columbia Department of Mines and is the reason this calculator flags anything longer. Before you build, get the service brake performance for your actual truck from the manufacturer.

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Worked example

Worked with the values this page loads with, so the method can be checked against the cited source without entering anything. Change any input above and the calculator recomputes; the numbers below stay as a fixed reference case.

Widest vehicle6.00 mtruck specifications, p. 320
× 2-lane factor× 3.5road width table, p. 323
= straight running width21.0 m
× curve widening× 1.153interpolated between 45 m and 60 m, p. 324
= running width through the bend24.2 m
Superelevation6.0%50 m radius at 20 km/h, p. 963
Brake reaction time2.75 sfrom 246,500 lb GVW, p. 319
+ driver reaction time1.50 sp. 319
= total time before braking4.25 s
Speed at perception5.56 m/s20.0 km/h
Distance run at speed23.6 mV₀ × t
+ gravity during that time7.1 m½ g t² sin θ, on a 8.0% descent
Speed once braking starts8.88 m/sV₀ + g t sin θ
+ braking distance18.2 mfriction 0.30 less slope 0.080
= stopping distance48.9 mEq. 13.1, p. 319
Sight distance required48.9 mmust stop within it, p. 319
Limit to check against61 m (200 ft)British Columbia Dept of Mines, p. 321
Rolling resistance2.0%road surface, p. 327
Total resistance climbing out10.0%8.0% grade + 2.0% rolling

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