Polar charts, transverse Mercator and grid

Navigation · Chapter 13 · DGCA CPL and ATPL

The charts used near the poles and for long north–south areas, and how grid navigation replaces true north there.

Remember

Why do the polar regions need their own chart?

Why a polar chart

  • Mercator and Lambert break • Mercator cannot show the poles at all; Lambert is weak there • Near a pole the meridians crowd together: "north" changes every few miles
  • A plane on the pole • Lay a flat sheet on the North Pole • With the light at the centre, the grid spreads out fast away from the pole
  • Move the light to the South Pole • Shine from the opposite pole instead • The grid now spreads more gently: this is the polar stereographic chart
  • Seen from above • Meridians: straight lines from the pole • Parallels: circles round it
  • Where the scale holds • Scale is correct at the pole and grows outwards • Within 1 % out to 78°, within 3 % out to 70° • So above about 70° a straight line is a good great circle

What are the numbers to know about a polar stereographic chart?

The polar chart in use

  • A plane on the pole • Meridians: straight lines from the pole • Parallels: circles round it • This is the polar stereographic chart
  • Scale is best at the pole • Within 1 % of correct out to 78°
  • Convergence is the whole ch long • n = 1: chart convergence = ch long • Correct only at the pole

How do you work out a straight-line track on a polar chart?

Lines and tracks near the pole

This lesson is part of the Navigation plan. See plans

What happens if you turn the Mercator cylinder on its side?

Transverse and oblique Mercator

This lesson is part of the Navigation plan. See plans

How do you navigate when the meridians all crowd together?

Grid navigation

This lesson is part of the Navigation plan. See plans

Test yourself on chapter 13

Test yourself

This lesson is part of the Navigation plan. See plans