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Chapter 5 of 10

Highway Alignment and Geometric Design

In the AAI Manager (Civil) syllabus under Surveying & Transportation Engineering · 2 parts

📑 Contents (15 sections)

Part 1 of 2

Highway Alignment & Engineering Surveys

Last reviewed 16 Sept 2026 · 8 min read

Highway alignment

The alignment is the position or layout of the centre line of a highway on the ground. It includes:

  • Horizontal alignment — straight paths and horizontal curves in plan.
  • Vertical alignment — gradients and vertical curves in the longitudinal section.

Improper alignment leads to higher construction, maintenance and vehicle operating costs and more accidents; once built, an alignment is very expensive to change — so it must be fixed carefully.

Requirements of an ideal alignment

  1. Short — the most direct route between terminals, as far as possible.
  2. Easy — easy to construct and maintain, with easy gradients and curves for vehicle operation.
  3. Safe — adequate sight distances, stable slopes and embankments, safe geometric features.
  4. Economical — minimum total cost including construction, maintenance and vehicle operation (life-cycle cost).

These requirements often conflict (e.g. the shortest route may cross hills or swamps), so a balanced choice is needed.

Factors controlling alignment

Obligatory points

Points through which the alignment must pass Points the alignment must avoid
Suitable bridge sites on rivers (straight reach, stable banks, narrow width, good foundation) Religious places, monuments, cemeteries, protected areas
Mountain passes and saddles (to reduce climbing) Lakes, ponds, marshes and flood-prone low-lying land
Intermediate towns and important places to be served Costly properties, congested built-up areas, unstable hill slopes and landslide zones

Traffic

The alignment should suit present and future traffic — desire lines from origin–destination studies, traffic flow patterns and connections to towns and ports.

Geometric design

Gradients, curve radii and sight distances govern alignment. The alignment may be deviated to avoid steep gradients and sharp curves; uniform design standards throughout are desirable (avoid sudden changes).

Economics

Total cost — construction (earthwork, cross-drainage structures, pavement, land), maintenance and vehicle operating costs (fuel, tyres, time) — should be minimum. Balance of cut and fill reduces earthwork cost.

Other considerations

  • Drainage — avoid areas of poor natural drainage; minimise the number of cross-drainage structures.
  • Hydrological factors — high flood levels, water table, seepage, stream crossings.
  • Geological and soil conditions — stable, strong foundations; avoid weak and expansive soils.
  • Environmental — minimum damage to forests, wildlife and communities; noise and air impacts.
  • Political and strategic considerations; international boundaries; defence needs.
  • Monotony — very long straight stretches cause driver fatigue; gentle curves are introduced.

Special considerations for hill roads

Factor Consideration
Stability Hillside slopes must be stable; avoid landslide-prone areas, loose and fractured rock; provide retaining and breast walls
Drainage Numerous cross-drainage structures and catch water drains are needed; minimise the number of crossings
Geometric standards Steeper gradients, smaller radii and hairpin bends are unavoidable; alignment usually follows the hillside in a zig-zag manner
Resisting length The total work to be done to move loads along the route — depends on length and on the ineffective rise and fall; the alignment with the least resisting length is preferred
Hairpin bends Located on stable, gentle slopes with good visibility; widened and designed with suitable radii and gradients

Ineffective rise and fall: when the alignment rises and then falls (or vice versa) unnecessarily between two points, the extra rise and fall increase fuel consumption and time. Also, gradients steeper than the ruling gradient make part of the rise effectively "ineffective" (braking on descent, low gear on ascent).

Engineering surveys for highway location

1. Map study

Using topographic maps (e.g. Survey of India toposheets with contours):

  • Possible routes are marked on the map avoiding obstacles, and ruling gradients are checked using contour spacing.
  • Obligatory points, river crossings and passes are identified.
  • A few alternative routes are selected for field reconnaissance.

2. Reconnaissance

A field inspection along the alternative routes, often a walk-over (or drive) with simple instruments — Abney level, tangent clinometer, compass, barometer, pedometer, GPS — to examine:

  • Valleys, ponds, marshes, rivers, hills, permanent structures.
  • Approximate gradients, length of gradients and radii of curves.
  • Number and type of cross-drainage structures, HFLs.
  • Soil type, geological features, sources of construction materials, water.
  • Nature of the terrain (plain, rolling, mountainous, steep).

A few alignments are then selected for detailed study.

3. Preliminary survey

Collection of topographical and other data along the selected alternative routes to compare them and choose the best.

Conventional method: a traverse (chain/tape and compass or theodolite) along each alternative; levelling along the centre line and cross-sections; hydrological and soil surveys; traffic surveys; then plans and longitudinal sections are prepared, earthwork quantities and costs estimated, and alternatives compared.

Modern methods: aerial photographic surveys, satellite imagery and GIS; LiDAR (laser scanning) and drone (UAV) surveys; total stations and DGPS; digital terrain models for rapid evaluation of alternatives and computation of quantities.

4. Final location and detailed survey

The centre line of the chosen alignment is pegged on the ground:

  • Centre line pegs at regular intervals (closer on curves); curves set out; bench marks established along the route.
  • Detailed levelling — longitudinal section and cross-sections at regular intervals (closer in hilly terrain).
  • Soil investigations — subgrade CBR, borrow areas, foundations for bridges.
  • Hydrological and drainage studies — catchment areas, HFL, waterway for cross-drainage structures.
  • Material surveys — quarries and borrow pits.
  • Land acquisition details (right of way, property boundaries).

Part 2 of 2

Geometric Design of Highways

Last reviewed 16 Sept 2026 · 14 min read

Design controls and criteria

  • Design speed — depends on road class and terrain. For National and State Highways in plain terrain, IRC gives a ruling design speed of 100 km/h and a minimum of 80 km/h; values reduce for rolling, mountainous and steep terrain and lower road classes.
  • Terrain classification by cross slope of the country: plain (0–10%), rolling (10–25%), mountainous (25–60%), steep (greater than 60%).
  • Traffic — volume, composition (PCU), design hour volume, directional distribution.
  • Design vehicle dimensions (IRC limits): maximum width 2.5 m; maximum height about 3.8 m (4.2 m for double-deckers and container vehicles); maximum length about 11 m for a single-unit truck, 16 m for a semi-trailer and 18 m for a truck–trailer combination.
  • Human factors — perception–reaction time, driver behaviour.
  • Environment and economy.

Cross-section elements

Pavement surface characteristics

Characteristic Remarks
Friction (skid resistance) IRC recommends a longitudinal coefficient of friction of 0.35 to 0.40 (depending on speed) for stopping sight distance and a lateral coefficient of friction of 0.15 for horizontal curve design
Unevenness (roughness) Measured by bump integrator (mm/km) or International Roughness Index; affects comfort, safety and vehicle operating cost
Light reflection Light-coloured (concrete) surfaces give better night visibility but more glare
Drainage Surface should shed water quickly — camber, cross slopes

Skidding — wheels lock and slide (longitudinal skid) or the vehicle slides sideways on curves (lateral skid). Slipping — wheels revolve more than the distance travelled (on starting or sudden acceleration on slippery surfaces).

Camber (cross slope)

Transverse slope given to the carriageway to drain surface water quickly.

Surface type Camber (heavy rainfall – light rainfall)
Cement concrete and high-type bituminous 2.0% – 1.7% (1 in 50 – 1 in 60)
Thin bituminous surface 2.5% – 2.0%
Water bound macadam, gravel 3.0% – 2.5%
Earth 4.0% – 3.0%

Shapes: parabolic (elliptic), straight-line (two straight slopes), and a combination (straight slopes with a rounded crown). Height of crown above edges = camber × half the width (straight line).

Too steep a camber causes discomfort, erosion of edges and a tendency of vehicles to drift to the edges; too flat a camber causes ponding.

Widths

Element IRC value (typical)
Single-lane carriageway 3.75 m
Two-lane carriageway without raised kerbs 7.0 m
Two-lane carriageway with raised kerbs 7.5 m
Intermediate carriageway 5.5 m
Multi-lane pavements 3.5 m per lane
Roadway (formation) width — NH/SH, plain and rolling terrain, two-lane 12 m (carriageway + shoulders)
Right of way (land width) — NH/SH, open areas, plain terrain Normal 45 m (range 30–60 m)
  • Shoulders — provided along the edges for stopped vehicles, lateral support to the pavement, emergency lane; commonly 2.5 m wide on each side in rural two-lane roads; cross slope about 0.5% steeper than the camber.
  • Median (traffic separator) — separates opposing traffic on divided highways; prevents head-on collisions; width varies with land availability (wider medians in rural areas).
  • Kerbs: low/mountable kerb (about 10 cm) — vehicles can climb; semi-barrier kerb (about 15 cm) — along medians and parking lanes; barrier kerb (about 20 cm) — prevents vehicles leaving the pavement, near footpaths and bridges; submerged kerbs at edges of rural roads to confine pavement layers.
  • Building line and control line — setback distances regulating construction along highways.
  • Other elements: footpaths, cycle tracks, guard rails, crash barriers, parking lanes, bus bays, frontage roads, service roads.

Sight distance

Sight distance is the length of road visible ahead to a driver at any instant.

Stopping sight distance (SSD)

The minimum distance required to stop a vehicle moving at design speed safely, without collision, on seeing an obstruction.

FormulaStopping sight distance

in km/h; = total perception–reaction time (IRC: 2.5 s); = longitudinal coefficient of friction (0.35–0.40).

On a gradient of %: braking distance (+ ascending, − descending)

In m/s units:

  • PIEV theory — reaction time consists of Perception, Intellection, Emotion and Volition.
  • On two-way single-lane roads: required sight distance = 2 × SSD.
  • Height of driver's eye 1.2 m and height of object 0.15 m are used for SSD (IRC).

Intermediate sight distance (ISD)

ISD = 2 × SSD — provided where overtaking sight distance cannot be provided, to give limited overtaking opportunities with caution. Object height = eye height = 1.2 m.

Overtaking sight distance (OSD)

The minimum distance required for a vehicle to safely overtake a slower vehicle on a two-lane two-way road, considering an oncoming vehicle.

FormulaOvertaking sight distance
  • — distance travelled by the overtaking vehicle while following the slow vehicle (reaction time = 2 s)
  • — during the overtaking manoeuvre
    • Spacing (m)
    • Time (s), = acceleration in km/h/s
  • — distance travelled by the oncoming vehicle during the manoeuvre

= speed of the overtaken vehicle (km/h) — if not given, take km/h; = design speed.

On divided roads (one-way), is not needed: OSD = .

  • Overtaking zones are marked where OSD is available; minimum length about 3 × OSD, desirable 5 × OSD.
  • For OSD, eye height and object height are both taken as 1.2 m.

Sight distance at intersections

A sight triangle must be kept clear so that drivers approaching from intersecting roads can see each other in time to stop (based on SSD of each approach).

Horizontal alignment

Superelevation

When a vehicle moves on a curve, centrifugal force acts outward. It is resisted by superelevation (raising the outer edge) and lateral friction.

FormulaSuperelevation and radius

Equilibrium:

= rate of superelevation (tan θ); = lateral friction (0.15); in km/h; in m.

IRC design steps (mixed traffic):

  1. Superelevation to counteract centrifugal force of 75% of design speed with no friction:
  1. If → adopt. If , adopt and check friction: .
  2. If → restrict the speed: (or increase the radius).

Maximum superelevation (IRC): 7% in plain and rolling terrain and snow-bound areas; 10% in hilly areas not bound by snow; 4% on urban roads with frequent intersections. Minimum superelevation = camber (for drainage).

Ruling minimum radius: (with ruling design speed); absolute minimum radius with minimum design speed.

Overturning vs skidding on curves:

  • Overturning (no superelevation) if ; skidding if .
  • Since usually , a vehicle skids before it overturns.

Attainment of superelevation:

  1. Elimination of the crown (outer half rotated about the crown to a flat, then to the camber slope).
  2. Rotation to full superelevation — about the centre line (most common; balances cut and fill), about the inner edge (drainage advantages), or about the outer edge.
  3. The rate of change of cross slope along the transition is limited — commonly 1 in 150 in plain and rolling terrain and 1 in 60 in mountainous terrain.

Extra widening on curves

FormulaWidening on horizontal curves
  • = mechanical widening (off-tracking of rear wheels); = number of lanes; = wheel base (commonly 6.1 m).
  • = psychological widening (drivers' tendency to keep more clearance on curves).

IRC recommends widening for radii up to about 300 m on two-lane roads. The widening is provided on the inner side (on hill roads) or equally on both sides, attained gradually along the transition.

Transition curves

A transition curve has a radius decreasing from infinity (at the tangent) to (at the circular curve).

Objectives: gradual introduction of centrifugal force; gradual introduction of superelevation and extra widening; pleasing appearance; comfort and safety.

Types: spiral (clothoid) — ideal, radius inversely proportional to length ( = constant), recommended by IRC; lemniscate; cubic parabola.

FormulaLength of transition curve (IRC) — adopt the highest

1. Rate of change of centrifugal acceleration:

2. Rate of introduction of superelevation (rate 1 in ; = 150 plain/rolling, 60 hilly):

  • Rotation about the centre line:
  • Rotation about the inner edge:
  • where = total raising of the outer edge

3. IRC empirical minimum:

  • Plain and rolling terrain:
  • Mountainous and steep terrain:

Shift of the circular curve:

Set-back distance

The clearance required from the centre line of the inner lane to an obstruction (buildings, cut slopes) on the inner side of a horizontal curve to provide the required sight distance .

FormulaSet-back distance

When the sight distance is less than the curve length :

Single-lane road: , where radians

Multi-lane road (sight line along the centre of the inner lane, = distance from the centre line of the road to the centre of the inner lane):

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