The following table delineates the path of the Moon's antumbral shadow during the Annular Solar Eclipse of 2032 May 09. The geographic coordinates (WGS 84) of the northern and southern limits and the central line are listed at 120-second intervals. This provides adequate detail for making plots of the path on larger scale maps. Local circumstances on the central line include the ratio of the apparent diameters of the Moon to the Sun, the Sun's altitude and azimuth (degrees), the path width (kilometers) and the duration on the central line (minutes and seconds).
The global visibility of the eclipse is shown on an Orthographic Map . The features of this map are described in the Key to Solar Eclipse Path Tables. The path of the eclipse is displayed in greater detail on an Google Map .
M:S Central
Universal Northern Limit Southern Limit Central Line Diam. Sun Sun Path Line
------------------ ------------------ ------------------ Ratio Alt Azm Width Durat.
Time Latitude Longitude Latitude Longitude Latitude Longitude
° ´ ° ´ ° ´ ° ´ ° ´ ° ´ ° ° km
Limits 69 44.8S 043 27.4W 70 10.2S 041 32.4W 69 57.6S 042 31.2W 0.990 0 - 87 00m40.8s
12:48 66 31.5S 038 08.4W - - 69 32.1S 041 51.5W 0.990 0 27 85 00m40.4s
12:50 63 41.4S 033 27.3W 65 44.0S 034 56.8W 64 35.2S 034 04.2W 0.992 6 20 69 00m35.2s
12:52 61 53.5S 030 26.5W 63 14.3S 031 06.2W 62 31.2S 030 44.4W 0.993 9 16 63 00m32.8s
12:54 60 29.7S 028 03.5W 61 32.8S 028 25.0W 60 59.7S 028 13.4W 0.993 11 13 59 00m31.0s
12:56 59 19.9S 026 01.8W 60 12.7S 026 13.9W 59 45.3S 026 07.4W 0.994 12 11 55 00m29.5s
12:58 58 19.7S 024 13.9W 59 05.4S 024 20.3W 58 41.8S 024 16.9W 0.994 13 9 53 00m28.2s
13:00 57 26.5S 022 35.9W 58 07.1S 022 38.6W 57 46.2S 022 37.1W 0.994 14 7 51 00m27.2s
13:02 56 38.8S 021 05.3W 57 15.6S 021 05.3W 56 56.7S 021 05.3W 0.995 15 5 49 00m26.2s
13:04 55 55.6S 019 40.3W 56 29.4S 019 38.5W 56 12.1S 019 39.4W 0.995 16 3 47 00m25.4s
13:06 55 16.3S 018 19.8W 55 47.7S 018 16.6W 55 31.6S 018 18.2W 0.995 17 1 46 00m24.7s
13:08 54 40.2S 017 03.0W 55 09.6S 016 58.5W 54 54.6S 017 00.8W 0.995 17 359 45 00m24.0s
13:10 54 07.0S 015 49.0W 54 34.8S 015 43.6W 54 20.6S 015 46.3W 0.995 18 357 44 00m23.5s
13:12 53 36.3S 014 37.3W 54 02.9S 014 31.1W 53 49.3S 014 34.3W 0.995 18 356 44 00m23.0s
13:14 53 08.0S 013 27.5W 53 33.5S 013 20.6W 53 20.5S 013 24.1W 0.996 19 354 43 00m22.7s
13:16 52 41.9S 012 19.2W 53 06.6S 012 11.7W 52 54.0S 012 15.5W 0.996 19 352 43 00m22.4s
13:18 52 17.8S 011 12.0W 52 41.8S 011 03.9W 52 29.6S 011 08.0W 0.996 19 351 43 00m22.2s
13:20 51 55.5S 010 05.7W 52 19.0S 009 56.9W 52 07.1S 010 01.4W 0.996 20 349 43 00m22.0s
13:22 51 35.1S 008 59.9W 51 58.2S 008 50.5W 51 46.4S 008 55.3W 0.996 20 347 43 00m21.9s
13:24 51 16.3S 007 54.4W 51 39.3S 007 44.3W 51 27.6S 007 49.5W 0.996 20 346 43 00m21.9s
13:26 50 59.3S 006 48.9W 51 22.2S 006 38.1W 51 10.5S 006 43.7W 0.996 20 344 44 00m22.0s
13:28 50 43.9S 005 43.3W 51 06.8S 005 31.7W 50 55.1S 005 37.6W 0.996 20 343 44 00m22.1s
13:30 50 30.1S 004 37.1W 50 53.2S 004 24.7W 50 41.4S 004 31.0W 0.996 20 341 45 00m22.3s
13:32 50 17.9S 003 30.3W 50 41.3S 003 16.9W 50 29.4S 003 23.7W 0.996 20 339 46 00m22.6s
13:34 50 07.4S 002 22.5W 50 31.3S 002 08.0W 50 19.1S 002 15.4W 0.995 19 338 47 00m22.9s
13:36 49 58.5S 001 13.3W 50 23.0S 000 57.6W 50 10.5S 001 05.6W 0.995 19 336 48 00m23.3s
13:38 49 51.3S 000 02.6W 50 16.6S 000 14.7E 50 03.7S 000 05.8E 0.995 19 334 49 00m23.8s
13:40 49 46.0S 001 10.2E 50 12.2S 001 29.1E 49 58.8S 001 19.4E 0.995 18 333 50 00m24.3s
13:42 49 42.5S 002 25.4E 50 09.9S 002 46.3E 49 56.0S 002 35.6E 0.995 18 331 51 00m25.0s
13:44 49 41.1S 003 43.5E 50 09.9S 004 06.9E 49 55.2S 003 54.9E 0.995 17 329 53 00m25.7s
13:46 49 42.0S 005 05.3E 50 12.5S 005 31.7E 49 56.9S 005 18.1E 0.995 17 328 54 00m26.5s
13:48 49 45.3S 006 31.5E 50 17.9S 007 01.6E 50 01.2S 006 46.1E 0.994 16 326 56 00m27.4s
13:50 49 51.5S 008 03.2E 50 26.7S 008 38.1E 50 08.6S 008 20.1E 0.994 15 324 58 00m28.4s
13:52 50 01.0S 009 42.0E 50 39.5S 010 23.0E 50 19.7S 010 01.7E 0.994 14 322 60 00m29.6s
13:54 50 14.6S 011 29.8E 50 57.5S 012 19.3E 50 35.3S 011 53.5E 0.994 13 320 63 00m30.8s
13:56 50 33.4S 013 29.9E 51 22.4S 014 32.0E 50 56.9S 013 59.3E 0.993 11 318 66 00m32.3s
13:58 50 59.4S 015 47.9E 51 57.7S 017 10.4E 51 27.0S 016 26.3E 0.993 10 315 69 00m34.0s
14:00 51 36.4S 018 34.7E 52 52.1S 020 38.0E 52 11.3S 019 29.9E 0.992 8 312 74 00m36.1s
14:02 52 34.8S 022 19.4E 54 58.5S 027 18.2E 53 28.6S 024 02.6E 0.991 5 308 81 00m39.1s
Limits 55 17.2S 030 53.3E 56 05.3S 030 24.3E 55 41.0S 030 39.2E 0.990 0 - 91 00m43.1s
Instant of Greatest Eclipse: Time = 13:25:23.8 UT Lat = 51°15.5'S Long = 007°03.5'W (GE) Sun Altitude = 19.9° Path Width = 43.7 km Sun Azimuth = 344.6° Central Duration = 00m21.9s Instant of Greatest Duration: Time = 14:03:01 UT Lat = 55°41'S Long = 030°39'E (GD) Sun Altitude = 0.0° Path Width = 91.0 km Sun Azimuth = 302.4° Central Duration = 00m43.1s
Predictions for the Annular Solar Eclipse of 2032 May 09 were generated using the VSOP87/ELP2000-85 solar and lunar ephemerides and a value of ΔT = 78.2 seconds.
The eclipse predictions presented here DO NOT include the effects of mountains and valleys along the edge of the Moon. Such corrections for the lunar limb profile may shift the limits of the eclipse path north or south by ~1-3 kilometers, and change the eclipse duration by ~1-3 seconds. More detailed predictions including the effects of the lunar limb profile are normally posted 12-18 months before each eclipse,
All eclipse calculations are by Fred Espenak, and he assumes full responsibility for their accuracy. Permission is freely granted to reproduce this data when accompanied by an acknowledgment:
"Eclipse Predictions by Fred Espenak, NASA's GSFC"
For more information, see: NASA Copyright Information
