Mercator Cylindrical Projection

Normal Mercator Projection

Introduction to Mercator Cylindrical Projection

  • Mercator modification equalised the North-South and East-West scale expansion making it orthomorphic
  • Scale expansion of a Mercator chart in the the North-South and East-West is proportional to secant latitude
  • Scale at Any Latitude = Scale (Equator) x Secant Latitude
  • Mercator is a Non-Perspective Orthomorphic Cylindrical projection

Scale Expansion and Orthomorphism of Mercator Charts

  • Large Areas and High Latitudes distorts shape of natural features in a Mercator Chart
  • Chart convergence is zero everywhere making it correct only at equator but constant throughout the chart
  • Scale at any latitude can be applying secant of latitude to equatorial scale
  • Scale expansion is less than 1% within 8° North and South and less than ½ % within 6° North and South
  • ICAO accepted 1% scale error as a constant scale chart
  • Therefore, Mercator can be considered to be a Constant Scale Orthomorphic chart between 8 degrees North and South latitudes
  • Outside 8 degrees north and south, scale expansion is more than 1 % so the scale printed on the chart cannot be used directly but should be measured using local scale

Rhumb Lines and Great Circles

  • Rhumb lines are straight lines since it cuts all meridians at same angle
  • Equator and parallels of latitudes are straight lines
  • Meridians equally spaced straight lines perpendicular to equator
  • Great circles are curves concave to equator or convex to nearer pole
  • Equator and meridians are straight lines since they are also rhumb lines

Best of luck