03/29/1093
(annular)
03/19/1094
(total)   

Annular solar eclipse of 09/23/1093

Annular solar eclipse of 09/23/1093
Day of week: Saturday
Maximum duration of eclipse: 02m03s
Maximum width of eclipse path: 101 km
Saros cycle: 100
Coverage: 97.8%
Magnitude: 0.9777
Gamma: 0.6346

Wo kann man die Sonnenfinsternis vom 09/23/1093 sehen?

path of eclipse

Die Sonnenfinsternis am 09/23/1093 kann man in 124 Ländern als partielle Sonnenfinsternis beobachten.
Der Finsternispfad verläuft durch 20 Länder. Nur in diesen Ländern ist sie als annular Sonnenfinsternis zu sehen.

In den folgenden Ländern ist die Sonnenfinsternis annular zu sehen

worldmap Greenland
worldmap Iceland
worldmap United Kingdom
worldmap Faroe Islands
worldmap Germany
worldmap Austria
worldmap Czechia
worldmap Croatia
worldmap Hungary
worldmap Slovakia
worldmap Serbia
worldmap Greece
worldmap Romania
worldmap Republic of Macedonia
worldmap Bulgaria
worldmap Egypt
worldmap Turkey
worldmap Saudi Arabia
worldmap Yemen
worldmap India

In den folgenden Ländern ist die Sonnenfinsternis partiell zu sehen

RU Russia GL Greenland PT Portugal IS Iceland ES Spain MR Mauritania MA Morocco ML Mali IE Republic of Ireland SJ Svalbard and Jan Mayen DZ Algeria GB United Kingdom FO Faroe Islands BF Burkina Faso GI Gibraltar FR France IM Isle of Man GG Guernsey JE Jersey NE Niger BJ Benin AD Andorra BE Belgium NG Nigeria NL Netherlands NO Norway GQ Equatorial Guinea LU Luxembourg DE Germany CH Switzerland IT Italy MC Monaco TN Tunisia DK Denmark CM Cameroon GA Gabon LY Libya LI Liechtenstein AT Austria SE Sweden CG Republic of the Congo AO Angola CZ Czechia CD Democratic Republic of the Congo SM San Marino VA Vatican City SI Slovenia TD Chad HR Croatia PL Poland MT Malta CF Central African Republic BA Bosnia and Herzegovina HU Hungary SK Slovakia ME Montenegro RS Serbia AL Albania AX Åland Islands GR Greece RO Romania MK Republic of Macedonia FI Finland LT Lithuania LV Latvia EE Estonia SD Sudan ZM Zambia UA Ukraine BG Bulgaria BY Belarus EG Egypt ZW Zimbabwe TR Turkey MD Moldova RW Rwanda BI Burundi TZ Tanzania UG Uganda MZ Mozambique CY Cyprus MW Malawi ET Ethiopia KE Kenya PS State of Palestine IL Israel SA Saudi Arabia JO Jordan LB Lebanon SY Syria ER Eritrea IQ Iraq GE Georgia TF French Southern and Antarctic Lands SO Somalia DJ Djibouti YE Yemen MG Madagascar KM Comoros AM Armenia IR Iran AZ Azerbaijan YT Mayotte SC Seychelles KZ Kazakhstan KW Kuwait BH Bahrain QA Qatar AE United Arab Emirates OM Oman TM Turkmenistan RE Réunion UZ Uzbekistan MU Mauritius AF Afghanistan PK Pakistan TJ Tajikistan IN India KG Kyrgyzstan IO British Indian Ocean Territory MV Maldives CN China NP Nepal MN Mongolia
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How will be the weather during the annular solar eclipse on 09/23/1093?

Where is the best place to see the annular solar eclipse of 09/23/1093?
The following maps show the average cloud coverage for the day of the annular solar eclipse. With the help of these maps, it is possible to find the place along the eclipse path, which has the best chance of a cloudless sky. Nevertheless, you should consider local circumstances and inform about the weather of your chosen observation site.

The data is provided by NASAs satellites AQUA and TERRA. The cloud maps are averaged over a period of 19 years (2000 - 2019).

cloudmap
cloudmap

Detailed country maps

worldmap Greenland
worldmap Iceland
worldmap United Kingdom
worldmap Faroe Islands
worldmap Germany
worldmap Austria
worldmap Czechia
worldmap Croatia
worldmap Hungary
worldmap Slovakia
worldmap Serbia
worldmap Greece
worldmap Romania
worldmap Republic of Macedonia
worldmap Bulgaria
worldmap Egypt
worldmap Turkey
worldmap Saudi Arabia
worldmap Yemen
worldmap India

Cities inside the path of the eclipse

The following table shows all locations with a population of more than 5,000 inside the eclipse path. Cities which have more than 100,000 inhabitants are marked bold. A click at the locations opens a detailed map.

City Type Eclipse duration Local time of max. eclipse Distance to central line Ø Cloud coverage
IS  Ísafjörður, Westfjords annular - 08:14:37 UTC-01:28 52 km 89%
FO  Miðvágur, Vágar annular - 09:21:23 UTC-00:27 59 km 91%
FO  Tvøroyri, Suðuroy annular - 09:21:27 UTC-00:27 26 km 89%
FO  Sandur, Sandoy annular - 09:21:34 UTC-00:27 52 km 88%
DE  Bremerhaven, Bremen annular - 11:02:10 UTC+01:00 46 km 72%
DE  Cuxhaven, Lower Saxony annular - 11:02:10 UTC+01:00 15 km 71%
DE  Hamburg, Hamburg annular - 11:03:44 UTC+01:00 25 km 71%
DE  Celle, Lower Saxony annular - 11:04:15 UTC+01:00 44 km 74%
DE  Bergedorf, Hamburg annular - 11:04:00 UTC+01:00 29 km 71%
DE  Lüneburg, Lower Saxony annular - 11:04:19 UTC+01:00 20 km 73%
DE  Braunschweig, Lower Saxony annular - 11:04:57 UTC+01:00 49 km 73%
DE  Wolfsburg, Lower Saxony annular - 11:05:09 UTC+01:00 24 km 73%
DE  Magdeburg, Saxony-Anhalt annular - 11:06:18 UTC+01:00 3 km 68%
DE  Halle (Saale), Saxony-Anhalt annular - 11:07:06 UTC+01:00 31 km 67%
DE  Dessau, Saxony-Anhalt annular - 11:07:11 UTC+01:00 7 km 70%
DE  Leipzig, Saxony annular - 11:07:39 UTC+01:00 24 km 70%
DE  Chemnitz, Saxony annular - 11:08:39 UTC+01:00 31 km 71%
CZ  Chomutov, Ústecký annular - 11:09:30 UTC+01:00 33 km 68%
CZ  Most, Ústecký annular - 11:09:45 UTC+01:00 18 km 66%
DE  Dresden, Saxony annular - 11:09:29 UTC+01:00 27 km 64%
CZ  Ústí nad Labem, Ústecký annular - 11:10:07 UTC+01:00 15 km 68%
CZ  Kladno, Central Bohemia annular - 11:10:35 UTC+01:00 18 km 67%
CZ  Děčín, Ústecký annular - 11:10:15 UTC+01:00 33 km 67%
CZ  Prague, Praha annular - 11:11:01 UTC+01:00 5 km 68%
CZ  Česká Lípa, Liberecký annular - 11:10:43 UTC+01:00 44 km 68%
CZ  Tábor, Jihočeský annular - 11:11:51 UTC+01:00 41 km 71%
CZ  Mladá Boleslav, Central Bohemia annular - 11:11:22 UTC+01:00 44 km 71%
CZ  Kolín, Central Bohemia annular - 11:12:02 UTC+01:00 33 km 72%
CZ  Jihlava, Vysočina annular - 11:13:03 UTC+01:00 10 km 73%
AT  Horn, Lower Austria annular - 11:13:46 UTC+01:00 38 km 70%
AT  Langenlois, Lower Austria annular - 11:13:57 UTC+01:00 51 km 67%
CZ  Třebíč, Vysočina annular - 11:13:34 UTC+01:00 14 km 68%
AT  Sieghartskirchen, Lower Austria annular - 11:14:35 UTC+01:00 47 km 65%
CZ  Znojmo, South Moravian annular - 11:14:06 UTC+01:00 2 km 69%
AT  Hollabrunn, Lower Austria annular - 11:14:25 UTC+01:00 22 km 68%
AT  Wördern, Lower Austria annular - 11:14:47 UTC+01:00 30 km 65%
AT  Stockerau, Lower Austria annular - 11:14:44 UTC+01:00 26 km 66%
AT  Baden, Lower Austria annular - 11:15:07 UTC+01:00 51 km 64%
AT  Vienna, Vienna annular - 11:15:06 UTC+01:00 29 km 65%
AT  Pottendorf, Lower Austria annular - 11:15:25 UTC+01:00 50 km 61%
AT  Wolkersdorf im Weinviertel, Lower Austria annular - 11:15:08 UTC+01:00 9 km 68%
AT  Eisenstadt, Burgenland annular - 11:15:39 UTC+01:00 46 km 58%
AT  Mistelbach, Lower Austria annular - 11:15:02 UTC+01:00 8 km 68%
AT  Gänserndorf, Lower Austria annular - 11:15:26 UTC+01:00 0 km 65%
AT  Bruck an der Leitha, Lower Austria annular - 11:15:48 UTC+01:00 20 km 59%
CZ  Břeclav, South Moravian annular - 11:15:16 UTC+01:00 39 km 63%
SK  Malacky, Bratislavský annular - 11:15:44 UTC+01:00 24 km 61%
SK  Stupava, Bratislavský annular - 11:15:54 UTC+01:00 14 km 61%
SK  Bratislava, Bratislavský annular - 11:16:07 UTC+01:00 9 km 60%
SK  Ivanka pri Dunaji, Bratislavský annular - 11:16:17 UTC+01:00 21 km 64%
SK  Pezinok, Bratislavský annular - 11:16:12 UTC+01:00 28 km 64%
HU  Mosonmagyaróvár, Győr-Moson-Sopron annular - 11:16:37 UTC+01:00 1 km 56%
SK  Modra, Bratislavský annular - 11:16:13 UTC+01:00 34 km 64%
SK  Šamorín, Trnavský annular - 11:16:30 UTC+01:00 13 km 58%
SK  Senec, Bratislavský annular - 11:16:26 UTC+01:00 31 km 63%
HU  Pápa, Veszprém annular - 11:17:24 UTC+01:00 26 km 58%
HU  Ajka, Veszprém annular - 11:17:46 UTC+01:00 36 km 59%
SK  Dunajská Streda, Trnavský annular - 11:16:56 UTC+01:00 28 km 60%
HU  Győr, Győr-Moson-Sopron annular - 11:17:17 UTC+01:00 8 km 56%
SK  Sládkovičovo, Trnavský annular - 11:16:46 UTC+01:00 44 km 59%
SK  Galanta, Trnavský annular - 11:16:54 UTC+01:00 48 km 60%
SK  Veľký Meder, Trnavský annular - 11:17:17 UTC+01:00 28 km 59%
HU  Veszprém, Veszprém annular - 11:18:15 UTC+01:00 16 km 57%
SK  Kolárovo, Nitriansky annular - 11:17:30 UTC+01:00 45 km 58%
HU  Siófok, Somogy annular - 11:18:38 UTC+01:00 20 km 58%
SK  Komárno, Nitriansky annular - 11:17:51 UTC+01:00 42 km 55%
HU  Várpalota, Veszprém annular - 11:18:26 UTC+01:00 5 km 59%
HU  Tatabánya, Komárom-Esztergom annular - 11:18:23 UTC+01:00 46 km 59%
HU  Székesfehérvár, Fejér annular - 11:18:49 UTC+01:00 21 km 58%
HU  Szekszárd, Tolna annular - 11:20:07 UTC+01:00 18 km 62%
HU  Paks, Tolna annular - 11:20:02 UTC+01:00 9 km 60%
HU  Dunaújváros, Fejér annular - 11:19:46 UTC+01:00 37 km 55%
HU  Baja, Bács-Kiskun annular - 11:20:39 UTC+01:00 15 km 61%
RS  Sombor, Vojvodina annular - 11:21:19 UTC+01:00 33 km 61%
HU  Kiskunhalas, Bács-Kiskun annular - 11:21:06 UTC+01:00 35 km 58%
RS  Subotica, Vojvodina annular - 11:21:43 UTC+01:00 23 km 57%
RS  Novi Sad, Vojvodina annular - 11:22:57 UTC+01:00 23 km 59%
RS  Zrenjanin, Vojvodina annular - 11:23:33 UTC+01:00 20 km 61%
RS  Belgrade, Central Serbia annular - 11:24:22 UTC+01:00 13 km 58%
RS  Pančevo, Vojvodina annular - 11:24:32 UTC+01:00 3 km 59%
RS  Kragujevac, Central Serbia annular - 11:26:01 UTC+01:00 36 km 63%
RS  Smederevo, Central Serbia annular - 11:25:13 UTC+01:00 7 km 61%
RS  Požarevac, Central Serbia annular - 11:25:38 UTC+01:00 21 km 63%
RS  Kruševac, Central Serbia annular - 11:27:11 UTC+01:00 38 km 61%
RS  Niš, Central Serbia annular - 11:28:21 UTC+01:00 17 km 56%
RS  Leskovac, Central Serbia annular - 11:28:51 UTC+01:00 36 km 56%
RS  Zaječar, Central Serbia annular - 11:28:06 UTC+01:00 44 km 58%
RS  Pirot, Central Serbia annular - 11:29:35 UTC+01:00 16 km 55%
BG  Kyustendil, Kyustendil annular - 12:30:57 UTC+02:00 33 km 54%
MK  Delcevo, Delčevo annular - 11:31:31 UTC+01:00 48 km 52%
BG  Radomir, Pernik annular - 12:30:59 UTC+02:00 2 km 51%
BG  Pernik, Pernik annular - 12:31:01 UTC+02:00 11 km 54%
BG  Blagoevgrad, Blagoevgrad annular - 12:31:57 UTC+02:00 22 km 48%
BG  Dupnitsa, Kyustendil annular - 12:31:37 UTC+02:00 5 km 51%
BG  Kostinbrod, Sofia Province annular - 12:30:59 UTC+02:00 37 km 55%
BG  Sandanski, Blagoevgrad annular - 12:32:53 UTC+02:00 39 km 46%
BG  Sofia, Sofia-Capital annular - 12:31:18 UTC+02:00 36 km 56%
BG  Razlog, Blagoevgrad annular - 12:32:41 UTC+02:00 6 km 50%
BG  Bansko, Blagoevgrad annular - 12:32:47 UTC+02:00 8 km 57%
BG  Samokov, Sofia Province annular - 12:32:10 UTC+02:00 29 km 56%
BG  Gotse Delchev, Blagoevgrad annular - 12:33:33 UTC+02:00 8 km 49%
BG  Velingrad, Pazardzhik annular - 12:33:16 UTC+02:00 39 km 51%
BG  Rakitovo, Pazardzhik annular - 12:33:28 UTC+02:00 42 km 51%
GR  Dráma, East Macedonia and Thrace annular - 12:09:40 UTC+01:34 6 km 51%
GR  Kavála, East Macedonia and Thrace annular - 12:10:23 UTC+01:34 2 km 45%
GR  Chrysoúpolis, East Macedonia and Thrace annular - 12:10:45 UTC+01:34 21 km 51%
GR  Xánthi, East Macedonia and Thrace annular - 12:10:49 UTC+01:34 43 km 56%
GR  Mýrina, North Aegean annular - 12:13:03 UTC+01:34 24 km 47%
GR  Vrontádos, North Aegean annular - 12:17:08 UTC+01:34 41 km 37%
GR  Chios, North Aegean annular - 12:17:12 UTC+01:34 43 km 37%
GR  Mytilíni, North Aegean annular - 12:16:37 UTC+01:34 34 km 35%
GR  Néon Karlovásion, North Aegean annular - 12:19:05 UTC+01:34 38 km 34%
TR  Urla, İzmir annular - 12:40:20 UTC+01:56 1 km 35%
TR  Aliağa, İzmir annular - 12:39:51 UTC+01:56 44 km 36%
TR  Menemen, İzmir annular - 12:40:20 UTC+01:56 39 km 39%
TR  Menderes, İzmir annular - 12:41:03 UTC+01:56 22 km 33%
TR  İzmir, İzmir annular - 12:40:46 UTC+01:56 32 km 35%
TR  Didim, Aydın annular - 12:42:45 UTC+01:56 23 km 28%
TR  Kuşadası, Aydın annular - 12:41:55 UTC+01:56 6 km 30%
TR  Torbalı, İzmir annular - 12:41:34 UTC+01:56 32 km 34%
TR  Söke, Aydın annular - 12:42:21 UTC+01:56 10 km 35%
TR  Bodrum, Muğla annular - 12:43:38 UTC+01:56 32 km 29%
TR  Milas, Muğla annular - 12:43:42 UTC+01:56 11 km 27%
TR  Aydın, Aydın annular - 12:42:52 UTC+01:56 48 km 28%
GR  Archángelos, South Aegean annular - 12:24:09 UTC+01:34 33 km 25%
GR  Afántou, South Aegean annular - 12:24:05 UTC+01:34 25 km 26%
GR  Triánta, South Aegean annular - 12:23:52 UTC+01:34 17 km 23%
GR  Faliraki, South Aegean annular - 12:24:03 UTC+01:34 19 km 26%
GR  Ródos, South Aegean annular - 12:23:54 UTC+01:34 11 km 23%
TR  Marmaris, Muğla annular - 12:45:18 UTC+01:56 18 km 20%
TR  Muğla, Muğla annular - 12:44:48 UTC+01:56 48 km 25%
EG  ‘Izbat al Burj, Dakahlia annular - 13:04:30 UTC+02:00 47 km 24%
EG  Port Said, Port Said annular - 13:05:44 UTC+02:00 29 km 19%
EG  Dhahab, South Sinai annular - 13:15:12 UTC+02:00 36 km 15%
SA  Duba, Tabuk annular - 14:26:29 UTC+03:06 22 km 9%
SA  Al Wajh, Tabuk annular - 14:30:08 UTC+03:06 40 km 12%
SA  Badr Ḩunayn, Al Madīnah al Munawwarah annular - 14:39:17 UTC+03:06 39 km 1%
SA  Turabah, Makkah annular - 14:49:20 UTC+03:06 30 km 5%
IN  Ponnāni, Kerala annular - 17:52:12 UTC+05:21 59 km 61%
IN  Trichūr, Kerala annular - 17:52:34 UTC+05:21 31 km 82%
IN  Cochin, Kerala annular - 17:53:18 UTC+05:21 33 km 71%
IN  Palakkad, Kerala annular - 17:52:18 UTC+05:21 59 km 77%
IN  Valparai, Tamil Nadu annular - 17:52:55 UTC+05:21 8 km 83%
IN  Pollachi, Tamil Nadu annular - 17:52:30 UTC+05:21 45 km 73%
IN  Teni, Tamil Nadu annular - 17:53:22 UTC+05:21 28 km 77%
IN  Dindigul, Tamil Nadu annular - 17:52:58 UTC+05:21 10 km 78%
IN  Karur, Tamil Nadu annular - 17:52:14 UTC+05:21 75 km 83%
IN  Madurai, Tamil Nadu annular - 17:53:32 UTC+05:21 41 km 74%
IN  Tiruchirappalli, Tamil Nadu annular - 17:52:28 UTC+05:21 57 km 82%
IN  Kāraikkudi, Tamil Nadu annular - 17:53:24 UTC+05:21 27 km 85%
IN  Pudukkottai, Tamil Nadu annular - 17:53:01 UTC+05:21 21 km 75%
IN  Thanjāvūr, Tamil Nadu annular - 17:52:32 UTC+05:21 52 km 83%