Horizontal curvature for ELR ECM9 is based on the digitised notional centre-line, calculated in 100 metre sections. The average radius computation is weighted, however this should be treated as indicative only. The computed minimum and maximum radii are shown for completeness, and often report a much tighter radius than the physical railway. Radii calculations are influenced by the digitisation quality, and often produce inaccurate values at the extremities of the ELR, areas of tracks divergence, and locations of very tight curvature.

MileageSchematicAverage RadiusRadius RangeFeatures
0M -086y - 0M 0000y πŸŸ‘-🟑🟑🟑-🟑 Moderate (1,090 m)EDINBURGH WAVERLEY
0M 0000y - 0M 0110y πŸ”΅-πŸ”΅πŸ”΅πŸ”΅-πŸ”΅ Flat (4,855 m)EDINBURGH WAVERLEY
0M 0110y - 0M 0220y πŸ”΅-πŸ”΅πŸ”΅πŸ”΅-πŸ”΅ Moderately Flat (2,835 m)EDINBURGH WAVERLEY
0M 0220y - 0M 0330y πŸŸ‘-🟑🟑🟑-🟑 Moderate (1,160 m)EDINBURGH WAVERLEY
0M 0330y - 0M 0440y πŸŸ -🟑🟑🟑-βšͺ Moderate (1,112 m)466 m β†’ StraightEDINBURGH WAVERLEY
0M 0440y - 0M 0550y β­•-πŸ”΄πŸ”΄πŸ”΄-🟒 Very Tight (331 m)216 m β†’ 11,043 m
0M 0550y - 0M 0660y πŸŸ’-🟒🟒🟒-🟒 Very Flat (8,175 m)6,750 m β†’ 11,727 mCalton Tunnels
0M 0660y - 0M 0700y βšͺ-βšͺβšͺβšͺ-βšͺ StraightCalton Tunnels; ECM8 / ECM9 interface