| Current Time: | 22 fév 2026, 07 h 58 m 19 |
|---|---|
| Moon Direction: | ↑ 53° Northeast |
| Moon Altitude: | -9,1° |
| Moon Distance: | 371 813 km |
| Next Full Moon: | 3 mar 2026, 12 h 37 |
| Next New Moon: | 19 mar 2026, 02 h 23 |
| Next Moonrise: | Today, 08 h 57 |
Moonrise, Moonset, and Phase Calendar for Tübingen, novembre 2026
Scroll right to see more
| 2026 | Moonrise/Moonset | Meridian Passing | ||||||||
|---|---|---|---|---|---|---|---|---|---|---|
| nov | Moonrise | Moonset | Moonrise | Time | Distance (km) | Illumination | ||||
| - | 13 h 52 | ↑ (302°) | 23 h 00 | ↑ (61°) | 05 h 54 | (63,3°) | 370 555 | 57,4% | ||
| 2 | - | 14 h 16 | ↑ (294°) | - | 06 h 48 | (58,4°) | 373 910 | 45,8% | ||
| 3 | 00 h 21 | ↑ (70°) | 14 h 36 | ↑ (285°) | - | 07 h 37 | (52,6°) | 377 490 | 34,6% | |
| 4 | 01 h 39 | ↑ (79°) | 14 h 52 | ↑ (276°) | - | 08 h 24 | (46,3°) | 381 138 | 24,4% | |
| 5 | 02 h 54 | ↑ (89°) | 15 h 07 | ↑ (266°) | - | 09 h 08 | (39,9°) | 384 765 | 15,7% | |
| 6 | 04 h 08 | ↑ (99°) | 15 h 22 | ↑ (257°) | - | 09 h 52 | (33,7°) | 388 328 | 8,7% | |
| 7 | 05 h 21 | ↑ (108°) | 15 h 39 | ↑ (249°) | - | 10 h 36 | (27,8°) | 391 801 | 3,7% | |
| 8 | 06 h 35 | ↑ (116°) | 15 h 59 | ↑ (241°) | - | 11 h 22 | (22,7°) | 395 141 | 0,9% | |
| 07 h 48 | ↑ (124°) | 16 h 23 | ↑ (234°) | - | 12 h 09 | (18,4°) | 398 272 | 0,2% | ||
| 10 | 08 h 58 | ↑ (130°) | 16 h 54 | ↑ (229°) | - | 12 h 59 | (15,3°) | 401 068 | 1,6% | |
| 11 | 10 h 04 | ↑ (133°) | 17 h 33 | ↑ (226°) | - | 13 h 50 | (13,5°) | 403 358 | 4,9% | |
| 12 | 11 h 00 | ↑ (135°) | 18 h 23 | ↑ (225°) | - | 14 h 41 | (13,0°) | 404 940 | 10,0% | |
| 13 | 11 h 46 | ↑ (133°) | 19 h 22 | ↑ (228°) | - | 15 h 32 | (13,9°) | 405 609 | 16,5% | |
| 14 | 12 h 22 | ↑ (130°) | 20 h 27 | ↑ (232°) | - | 16 h 22 | (16,1°) | 405 181 | 24,3% | |
| 15 | 12 h 49 | ↑ (124°) | 21 h 36 | ↑ (238°) | - | 17 h 09 | (19,4°) | 403 527 | 33,0% | |
| 16 | 13 h 11 | ↑ (118°) | 22 h 46 | ↑ (245°) | - | 17 h 54 | (23,7°) | 400 595 | 42,5% | |
| 13 h 29 | ↑ (110°) | 23 h 56 | ↑ (254°) | - | 18 h 37 | (28,8°) | 396 434 | 52,5% | ||
| 18 | 13 h 45 | ↑ (102°) | - | - | 19 h 19 | (34,5°) | 391 206 | 62,6% | ||
| 19 | - | 01 h 07 | ↑ (263°) | 14 h 00 | ↑ (93°) | 20 h 02 | (40,7°) | 385 200 | 72,5% | |
| 20 | - | 02 h 19 | ↑ (272°) | 14 h 15 | ↑ (83°) | 20 h 47 | (47,1°) | 378 821 | 81,7% | |
| 21 | - | 03 h 35 | ↑ (282°) | 14 h 32 | ↑ (74°) | 21 h 35 | (53,4°) | 372 575 | 89,6% | |
| 22 | - | 04 h 55 | ↑ (292°) | 14 h 53 | ↑ (65°) | 22 h 27 | (59,3°) | 367 022 | 95,6% | |
| 23 | - | 06 h 20 | ↑ (301°) | 15 h 20 | ↑ (56°) | 23 h 25 | (64,2°) | 362 707 | 99,1% | |
| - | 07 h 48 | ↑ (308°) | 15 h 57 | ↑ (50°) | Moon does not pass the meridian on this day. | |||||
| 25 | - | 09 h 11 | ↑ (313°) | 16 h 48 | ↑ (46°) | 00 h 28 | (67,5°) | 360 073 | 99,6% | |
| 26 | - | 10 h 21 | ↑ (314°) | 17 h 57 | ↑ (47°) | 01 h 34 | (68,8°) | 359 366 | 96,9% | |
| 27 | - | 11 h 14 | ↑ (311°) | 19 h 18 | ↑ (51°) | 02 h 41 | (67,7°) | 360 578 | 91,2% | |
| 28 | - | 11 h 52 | ↑ (305°) | 20 h 44 | ↑ (58°) | 03 h 44 | (64,6°) | 363 451 | 82,9% | |
| 29 | - | 12 h 20 | ↑ (297°) | 22 h 09 | ↑ (67°) | 04 h 42 | (60,0°) | 367 564 | 72,9% | |
| 30 | - | 12 h 41 | ↑ (287°) | 23 h 29 | ↑ (77°) | 05 h 34 | (54,2°) | 372 432 | 61,8% | |
| * All times are local time for Tübingen. They take into account refraction. Dates are based on the Gregorian calendar. Illumination is calculated at lunar noon. | ||||||||||
jan | fév | mar | avr | mai | juin | juil | aoû | sep | oct | nov | déc
Elsewhere on timeanddate.com
Why 2026 Might Be an Exciting Year for Auroras
Aurora expert Vincent Ledvina reveals why 2026 may bring more predictable viewing—plus a chance of rare extreme events.
US Eyes Permanent “Half-Daylight Saving Time”
A new US bill aims to turn clocks ahead by 30 minutes, leaving Americans halfway between standard time and DST.
Moon Guide for February 2026
Discover the phases of the Moon in February 2026. Also: Will the crew of Artemis II fly around the Moon in February?
How Often Do Eclipses Happen? Old Question, New Data
A timeanddate.com study to be published in the Journal of the British Astronomical Association applies modern computing power to an ancient puzzle.