Path of the Annular Solar Eclipse of 2636 Nov 19

Fred Espenak

Introduction

The following table delineates the path of the Moon's antumbral shadow during the Annular Solar Eclipse of 2636 Nov 19 . 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). See the Explanation of the Central Eclipse Path Table for a description of each column in the table.

The geographic visibility of the eclipse is shown on a global map on the Prime Page for the Eclipse which also includes complete details on the eclipse. The path of the eclipse is displayed in greater detail on an interactive Google Map .

Annular Solar Eclipse of 2636 Nov 19
UT1 Northern Limit Southern Limit Central Line M:S Sun Sun Path Central
Latitude Longitude Latitude Longitude Latitude Longitude Ratio Alt. Azm. Width Duration
Limits48°38.2'S165°17.7'E48°38.2'S165°17.7'E53°17.2'S157°52.6'E 0.000 - 0 km 00m00.0s
17:1051°26.9'S170°55.5'E49°14.2'S164°24.2'E - - -----
17:1253°23.4'S173°43.4'E50°05.3'S163°06.5'E - - -----
17:1454°56.8'S175°32.0'E50°55.9'S161°47.3'E - - -----
17:1656°19.6'S176°52.6'E51°46.1'S160°26.4'E - - -----
17:1857°36.1'S177°55.6'E52°35.7'S159°03.7'E - - -----
17:2058°48.3'S178°46.0'E53°24.8'S157°39.2'E54°28.7'S160°27.3'E 0.914 122° 1738 km 05m18.1s
17:2259°57.4'S179°26.4'E54°13.3'S156°12.6'E56°56.5'S164°08.8'E 0.915 118° 1746 km 05m22.1s
17:2461°04.1'S179°58.5'E55°01.3'S154°44.0'E58°36.2'S165°47.7'E 0.915 116° 1721 km 05m24.3s
17:2662°08.9'S179°36.7'W55°48.7'S153°13.1'E60°01.5'S166°47.5'E 0.915 115° 1687 km 05m26.1s
17:2863°12.3'S179°18.5'W56°35.5'S151°39.7'E61°19.1'S167°24.2'E 0.916 114° 1650 km 05m27.4s
17:3064°14.5'S179°06.7'W57°21.7'S150°03.9'E62°31.7'S167°43.8'E 0.916 10° 113° 1614 km 05m28.6s
17:3265°15.7'S179°00.9'W58°07.2'S148°25.3'E63°40.6'S167°49.4'E 0.916 11° 112° 1579 km 05m29.5s
17:3466°16.1'S179°01.2'W58°52.0'S146°43.9'E64°46.7'S167°42.4'E 0.916 11° 112° 1547 km 05m30.4s
17:3667°15.9'S179°07.9'W59°36.1'S144°59.5'E65°50.4'S167°23.4'E 0.916 12° 111° 1518 km 05m31.0s
17:3868°15.0'S179°21.3'W60°19.4'S143°11.8'E66°52.2'S166°52.5'E 0.916 12° 111° 1492 km 05m31.6s
17:4069°13.6'S179°42.0'W61°01.9'S141°20.6'E67°52.2'S166°09.2'E 0.916 13° 111° 1469 km 05m32.0s
17:4270°11.8'S179°49.4'E61°43.5'S139°25.9'E68°50.4'S165°12.8'E 0.916 13° 111° 1449 km 05m32.3s
17:4471°09.6'S179°11.8'E62°24.2'S137°27.4'E69°46.9'S164°02.1'E 0.916 13° 112° 1432 km 05m32.6s
17:4672°07.0'S178°24.0'E63°03.9'S135°24.8'E70°41.6'S162°35.7'E 0.916 13° 112° 1418 km 05m32.7s
17:4873°03.9'S177°24.6'E63°42.5'S133°18.0'E71°34.2'S160°51.7'E 0.916 13° 113° 1407 km 05m32.7s
17:5074°00.3'S176°11.2'E64°20.0'S131°06.8'E72°24.6'S158°47.7'E 0.916 13° 115° 1399 km 05m32.6s
17:5274°56.1'S174°41.5'E64°56.3'S128°50.9'E73°12.2'S156°21.2'E 0.916 13° 116° 1395 km 05m32.4s
17:5475°51.0'S172°52.1'E65°31.3'S126°30.2'E73°56.4'S153°29.2'E 0.916 12° 118° 1393 km 05m32.1s
17:5676°44.9'S170°38.8'E66°04.9'S124°04.4'E74°36.4'S150°08.5'E 0.916 12° 121° 1396 km 05m31.7s
17:5877°37.2'S167°56.3'E66°37.0'S121°33.5'E75°11.2'S146°16.1'E 0.916 12° 124° 1402 km 05m31.1s
18:0078°27.4'S164°37.9'E67°07.5'S118°57.2'E75°39.1'S141°49.7'E 0.916 11° 128° 1412 km 05m30.4s
18:0279°14.5'S160°36.0'E67°36.4'S116°15.6'E75°58.4'S136°48.0'E 0.916 10° 132° 1427 km 05m29.6s
18:0479°57.4'S155°41.6'E68°03.4'S113°28.4'E76°06.6'S131°12.2'E 0.916 10° 137° 1448 km 05m28.5s
18:0680°34.3'S149°46.2'E68°28.4'S110°35.9'E76°00.1'S125°06.2'E 0.915 142° 1476 km 05m27.2s
18:0881°02.9'S142°44.3'E68°51.4'S107°37.9'E75°34.1'S118°36.9'E 0.915 148° 1514 km 05m25.7s
18:1081°20.5'S134°37.9'E69°12.3'S104°34.8'E74°38.9'S111°51.8'E 0.915 153° 1567 km 05m23.6s
18:1281°23.7'S125°41.3'E69°30.8'S101°26.6'E72°45.0'S104°46.3'E 0.914 160° 1648 km 05m20.4s
18:1481°09.4'S116°22.8'E69°46.9'S098°13.8'E - - -----
18:1680°34.9'S107°18.5'E70°00.5'S094°56.8'E - - -----
18:1879°37.1'S099°00.9'E70°11.4'S091°36.0'E - - -----
18:2078°11.2'S091°50.9'E70°19.6'S088°12.2'E - - -----
18:2276°02.8'S085°56.7'E70°25.0'S084°45.9'E - - -----
18:2471°21.7'S081°20.1'E70°27.5'S081°17.9'E - - -----
Limits70°27.5'S081°10.1'E70°27.5'S081°10.1'E69°38.8'S099°55.0'E 0.000 - 0 km 00m00.0s

ΔT = 1824.4 seconds

Greatest Eclipse and Greatest Duration
Event Time
TD
Time
UT1
Latitude Longitude Sun
Altitude
Sun
Azimuth
Path Width Central
Duration
Greatest Eclipse18:16:56.317:46:31.970°55.8'S154°32.5'E 12.9° 112.7° 1414.6 km05m32.69s
Greatest Duration18:17:39.517:47:15.171°14.8'S161°32.8'E 12.9° 113.0° 1410.6 km05m32.70s

Explanation of Greatest Eclipse and Greatest Duration

Links for the Annular Solar Eclipse of 2636 Nov 19

Links to Additional Solar Eclipse Predictions

  • Home - home page of EclipseWise with predictions for both solar and lunar eclipses
  • Solar Eclipses - primary page for solar eclipse predictions
  • Solar Eclipse Links - detailed directory of links

Eclipse Predictions

Predictions for the Annular Solar Eclipse of 2636 Nov 19 were generated using the JPL DE406 solar and lunar ephemerides. The lunar coordinates were calculated with respect to the Moon's Center of Mass. Although the predictions are first calculated in Terrestrial Dynamical Time (TD), they are then converted to Universal Time (UT1) as presented here. The parameter ΔT is used to convert between the two times (i.e., UT1 = TD - ΔT). ΔT has a value of 1824.4 seconds for this eclipse. The uncertainty in ΔT is 440.0 seconds corresponding to a standard error in longitude of the eclipse path of ± 1.84°.

Acknowledgments

All eclipse calculations are by Fred Espenak, and he assumes full responsibility for their accuracy.

Permission is granted to reproduce eclipse data when accompanied by a link to this page and an acknowledgment:

"Eclipse Predictions by Fred Espenak, EclipseWise.com"

The use of diagrams and maps is permitted provided that they are unaltered (except for re-sizing) and the embedded credit line is not removed or covered.