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Topographical Maps: Grid References, Contours and Heights: Notes

6 sections 5 min readBeta

1. The sheet and its grid

  • A topographical sheet is a large-scale map of a small area showing relief, drainage, settlements, communications and land use.
  • The ICSE paper uses a real Survey of India sheet. These notes use an imagined practice sheet (not a real place, not a Survey of India sheet).
  • Eastings are the vertical grid lines, numbered west to east along the top and bottom (here 40 to 50).
  • Northings are the horizontal grid lines, numbered south to north along the sides (here 70 to 80).
  • Each grid square is 1 km by 1 km (1 sq km); at 1 cm to 0.5 km it measures 2 cm by 2 cm on the printed sheet.
Imagined practice sheet
ItemValue on the imagined sheet
Eastings40 to 50
Northings70 to 80
Square1 km by 1 km

Key terms

Easting

A vertical grid line; its number increases towards the east.

Northing

A horizontal grid line; its number increases towards the north.

2. Four-figure and six-figure grid references

  • Four-figure reference (a square): easting first, then northing, taken from the lines at the south-west corner of the square. The temple is in square 4674.
  • Six-figure reference (a point): easting (2 digits) + tenths eastwards, northing (2 digits) + tenths northwards. The temple is 463746, the post office 468738 and the dispensary 431726.
  • To find the feature at a reference, split it into the easting half and the northing half, go to that point and read the symbol with the key.
Imagined practice sheet
FeatureFour-figureSix-figure
Temple4674463746
Post office4673468738
Dispensary4372431726

Key terms

Four-figure grid reference

Two digits for the easting then two for the northing; names a whole 1 km square.

Six-figure grid reference

Adds a tenth digit to each half; names a point to the nearest 0.1 km.

3. Contours and the contour interval

  • A contour is a line joining places of equal height above mean sea level (brown on the sheet).
  • The contour interval is the constant height difference between neighbouring contours: 20 m on the imagined sheet.
  • Index contours (every 100 m here) are thicker and labelled.
  • Finding the interval: height difference between two labelled contours divided by the number of gaps (lines between + 1).
  • Heights between contours: a point between the 160 m and 180 m contours has a height between 160 m and 180 m.
Imagined practice sheet
Index contoursLines betweenInterval
200 m and 300 m4100 ÷ 5 = 20 m

Key terms

Contour interval

The constant difference in height between two neighbouring contours.

Index contour

Every fifth contour, drawn thicker and labelled with its height.

4. Slope from contour spacing

  • Close contours: steep slope. Wide spacing: gentle slope. Even spacing: uniform slope.
  • Average gradient = height difference ÷ horizontal distance.
  • On the imagined sheet the escarpment rises 108 m in about 1.3 km (about 83 m per km); the southern plain changes about 14.8 m per km.
  • A cross-section drawn from the heights along a line shows the slope as a profile.
Imagined practice sheet
SpacingSlope
CloseSteep
WideGentle
EvenUniform

Key terms

Gradient

Height difference divided by horizontal distance, for example in metres per km.

Cross-section

A profile drawn from the heights along a chosen line.

5. Landforms from contours

  • Conical hill: concentric closed contours, steep on all sides, small summit (478 m here).
  • Ridge: long narrow closed contours with a crest (398 m here), steep on both long sides.
  • Escarpment: contours bunched along a line (the steep face) with wide spacing on one side and a flat top on the other.
  • Steep slope and gentle slope follow the spacing; a valley shows V-shaped bends pointing to higher ground.
  • Sketch each by drawing the contours and labelling the highest value.
Imagined practice sheet
LandformContour pattern
Conical hillConcentric rings
RidgeElongated loops
EscarpmentBunched line, then wide spacing

Key terms

Conical hill

A hill with steep slopes on all sides shown by concentric closed contours.

Escarpment

A long steep face between a higher flat area and lower ground.

Ridge

A long narrow upland with a crest and slopes falling on both sides.

6. Triangulated heights, spot heights and relative height

  • Triangulated height: black triangle with a figure, fixed by survey triangulation on a summit or prominent point (478 m on the hill, 398 m on the ridge).
  • Spot height: black dot with a figure, measured at ordinary ground to fill gaps between contours.
  • Both are in metres above mean sea level.
  • Relative height = higher height − lower height (for example 262 m − 154 m = 108 m for the escarpment). Relative depth is the same difference measured downwards.
  • Never add the two heights.
Imagined practice sheet
SymbolMeaning
Black triangle and figureTriangulated height
Black dot and figureSpot height

Key terms

Triangulated height

A height fixed by a survey network and marked by a black triangle on a summit or prominent point.

Spot height

A height of an ordinary point, marked by a black dot and a figure.

Relative height

The difference in height between two points.

Exam tips

Common mistakes

  • Writing the northing before the easting.
  • Reading tenths from the top right instead of the south-west corner.
  • Dividing by the number of lines instead of the number of gaps when finding the contour interval.
  • Adding two heights instead of subtracting for relative height.
  • Calling a ridge a hill, or forgetting units.

How marks are usually awarded

  • Grid reference (1 mark each): correct digits in the right order.
  • Contour interval or height (1 to 2 marks): value with the unit and the working.
  • Landform (2 marks): the name and the contour evidence.