10 Miles

Technical sheet

n°53887567
Creation
Last update
–
  • Walking
    Activity: Walking
  • ↔
    Distance: 15.95 km
  • ◔
    Calculated time: 4h 40 
  • ▲
    Difficulty: Not specified
  • ⚐
    Return to departure point: Yes
  • ↗
    Vertical gain: + 31 m
  • ↘
    Vertical drop: - 31 m
  • ▲
    Highest point: 71 m
  • ▼
    Lowest point: 46 m
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Description

Start the plot by indicating the starting point. If you know the exact car parking situation, please explain how to park.
If we can access the starting point with public transports, please explain the lines to use and share any useful informations.

(S) From here, describe the instructions to follow from the starting point.

Add waypoints by clicking on the map.

The plot has to end by the location where the walk finishes. If it is a loop please write (S/E) at the end of the description. If it is a one way route write (E).

Waypoints

  1. S/E : km 0 - alt. 51 m - Start on Clayworth Road
  2. 2 : km 0.05 - alt. 52 m - Turn right onto Polwarth Drive
  3. 3 : km 0.25 - alt. 52 m - Enter roundabout
  4. 4 : km 0.34 - alt. 52 m - Turn left
  5. 5 : km 0.39 - alt. 53 m - Turn right
  6. 6 : km 0.86 - alt. 54 m - Keep left
  7. 7 : km 1.66 - alt. 62 m - Turn left
  8. 8 : km 2.07 - alt. 69 m - Turn left
  9. 9 : km 2.13 - alt. 68 m - Turn left
  10. 10 : km 2.16 - alt. 68 m - Turn right
  11. 11 : km 2.35 - alt. 65 m - Turn left onto Coach Lane
  12. 12 : km 3.7 - alt. 71 m - Keep left
  13. 13 : km 3.74 - alt. 71 m - Keep right
  14. 14 : km 3.94 - alt. 71 m - Turn left
  15. 15 : km 4.76 - alt. 70 m - Keep right
  16. 16 : km 4.86 - alt. 69 m - Turn right
  17. 17 : km 5.11 - alt. 69 m - Turn right onto Brunton Lane
  18. 18 : km 5.11 - alt. 69 m - Turn left
  19. 19 : km 5.36 - alt. 65 m - Keep right
  20. 20 : km 6.07 - alt. 55 m - Turn left
  21. 21 : km 6.12 - alt. 54 m - Turn left onto Elford Avenue
  22. 22 : km 6.14 - alt. 54 m - Turn right onto Spindlestone View
  23. 23 : km 6.57 - alt. 51 m - Turn right
  24. 24 : km 6.88 - alt. 52 m - Turn slight right
  25. 25 : km 6.95 - alt. 52 m - Turn right
  26. 26 : km 7.13 - alt. 52 m - Turn right onto Acomb Crescent
  27. 27 : km 7.72 - alt. 53 m - Turn left onto Broomley Walk
  28. 28 : km 7.77 - alt. 54 m - Turn right
  29. 29 : km 7.83 - alt. 54 m - Turn right
  30. 30 : km 7.97 - alt. 54 m - Turn left
  31. 31 : km 7.99 - alt. 55 m - Turn right onto Fawdon Lane
  32. 32 : km 8.58 - alt. 62 m - Keep right
  33. 33 : km 8.66 - alt. 64 m - Turn sharp left onto Edgefield Avenue
  34. 34 : km 8.69 - alt. 63 m - Turn right onto The Meadows
  35. 35 : km 9.14 - alt. 67 m - Turn left onto Wansbeck Road South
  36. 36 : km 9.75 - alt. 56 m - Turn left
  37. 37 : km 9.78 - alt. 56 m - Turn left onto Broadway West
  38. 38 : km 10.63 - alt. 50 m - Enter roundabout
  39. 39 : km 10.84 - alt. 50 m - Turn right onto Granville Road
  40. 40 : km 10.85 - alt. 50 m - Turn left
  41. 41 : km 10.9 - alt. 50 m - Turn sharp left
  42. 42 : km 11.1 - alt. 46 m - Turn left
  43. 43 : km 11.39 - alt. 47 m - Turn sharp right
  44. 44 : km 11.92 - alt. 48 m - Turn left
  45. 45 : km 12.27 - alt. 53 m - Turn left
  46. 46 : km 12.4 - alt. 52 m - Turn right onto Kingsley Avenue
  47. 47 : km 13.13 - alt. 51 m - Turn right onto Glamis Avenue
  48. 48 : km 13.22 - alt. 55 m - Turn slight right onto Great North Road
  49. 49 : km 13.24 - alt. 55 m - Turn slight left onto Brunton Lane
  50. 50 : km 13.41 - alt. 57 m - Turn right onto Warkworth Woods
  51. 51 : km 13.84 - alt. 58 m - Turn right
  52. 52 : km 13.9 - alt. 59 m - Turn left onto Warkworth Woods
  53. 53 : km 13.97 - alt. 60 m - Turn right onto Warkworth Woods
  54. 54 : km 14.1 - alt. 62 m - Keep left
  55. 55 : km 14.11 - alt. 62 m - Turn sharp left
  56. 56 : km 14.12 - alt. 62 m - Turn left
  57. 57 : km 14.14 - alt. 62 m - Turn right
  58. 58 : km 14.16 - alt. 62 m - Keep left
  59. 59 : km 14.23 - alt. 60 m - Turn slight left onto Netherwitton Way
  60. 60 : km 14.25 - alt. 60 m - Turn right onto Greenfield Road
  61. 61 : km 14.41 - alt. 56 m - Turn right onto South Bend
  62. 62 : km 14.71 - alt. 50 m - Turn right onto Princes Road
  63. 63 : km 14.91 - alt. 50 m - Turn right onto South Ridge
  64. 64 : km 15.16 - alt. 53 m - Turn right onto Polwarth Crescent
  65. 65 : km 15.42 - alt. 52 m - Turn left onto Polwarth Drive
  66. 66 : km 15.44 - alt. 52 m - Turn right onto Polwarth Road
  67. 67 : km 15.65 - alt. 53 m - Turn left onto Norwood Avenue
  68. 68 : km 15.72 - alt. 53 m - Turn left onto Westwood Road
  69. 69 : km 15.87 - alt. 52 m - Turn right onto Polwarth Drive
  70. 70 : km 15.89 - alt. 52 m - Turn left onto Clayworth Road
  71. S/E : km 15.95 - alt. 51 m

Useful Information

Always stay careful and alert while following a route. Visorando and the author of this walk cannot be held responsible in the event of an accident during this route.

Other walks in the area

Walking Gosforth to Newcastle (Haymarket) - Angel's Way

Walker
↔4.85 km ↗+14 m ↘-9 m ◔1h 25 ▲Easy
⚑Departure from Newcastle upon Tyne (England)

This walk mixes the urban landscapes of Newcastle with the beautiful Jesmond Dene. Visit a ruined chapel, holy well and city centre museum to finish the walk.

Walking Killingworth to Gosforth - Angel's Way

Walker
↔5.36 km ↗+15 m ↘-17 m ◔1h 35 ▲Easy
⚑Departure from North Tyneside (England)

This urban section of the Angel's Way is broken up with a walk around Gosforth Golf Course and optionally the Gosforth Nature Reserve, finishing at the Brandling Villa.

Walking Jesmond to the Quayside - Angel's Way

Walker
↔5.43 km ↗+13 m ↘-59 m ◔1h 35 ▲Easy
⚑Departure from Newcastle upon Tyne (England)

This section of the Angel's Way explores Newcastle City Centre and Quayside. It starts in the suburb of Jesmond, takes in Exhibition Park, shopping areas, the magnificent Grainger Town and three key churches of St Thomas, St Mary and St Nicholas, Newcastle Castle and Keep before dropping down an ancient street, Side, to the Quayside finishing at the Millennium Bridge.

Walking Backworth to Killingworth - Angel's Way

Walker
↔6.47 km ↗+22 m ↘-21 m ◔1h 55 ▲Easy
⚑Departure from North Tyneside (England)

This is a section of the Angel's Way. It starts in Backworth and follows a rural route passing the ruins of Burradon Tower. After that, it passes through Burradon, Camperdown and Killingworth finishing at the picturesque Killingworth Lake.

Walking Newcastle City Walls Circular

Walker
↔4.84 km ↗+64 m ↘-65 m ◔1h 35 ▲Easy
⚑Departure from Newcastle upon Tyne (England)

Newcastle was once a walled city with a castle (the clue is in the name). This city walk traces the route of the old city walls, some of which remains, through the modern city centre and along Newcastle Quayside passing many notable sites along the way.

Walking Baltic to the Angel - Angel's Way

Walker
↔8.13 km ↗+156 m ↘-76 m ◔2h 45 ▲Easy
⚑Departure from Gateshead (England)

This journey through Gateshead begins at the Baltic Centre for Contempoary Art on the Quayside and ends at the spectacular Angel of the North passing under the iconic Tyne Bridge, passing through the town centre, Victorian park and residential areas.

Walking Gateshead to Gosforth Along the Great North Road

Walker
↔6.90 km ↗+60 m ↘-53 m ◔2h 10 ▲Easy
⚑Departure from Gateshead (England)

The 9th and final section of the Great North Road crosses the River Tyne, the original boundary between County Durham and Northumberland, over the iconic Tyne Bridge into Newcastle Upon Tyne and traces the route through the city, passing the Town Moor to Gosforth along the Great North Road - look out signs bearing this name as you walk.

Walking Holywell to Backworth - Angel's Way

Walker
↔5.78 km ↗+37 m ↘-5 m ◔1h 45 ▲Easy
⚑Departure from Seaton Valley (Northumberland)

This is the section of the Angel's Way one of the Northern Saints' pilgrimage routes which starts in Holywell and ends in Backworth. This section is rural passing through agricultural land.

This can be combined with the previous section (Seaton Sluice to Holywell) or the next section (Backworth to Killingworth) for a longer walk.

For more walks, use our search engine.

The GPS track and description are the property of the author.

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