| Solar eclipse of November 24, 2068 | |
|---|---|
![]() Map  | |
| Type of eclipse | |
| Nature | Partial | 
| Gamma | 1.0299 | 
| Magnitude | 0.9109 | 
| Maximum eclipse | |
| Coordinates | 68°30′N 131°06′W / 68.5°N 131.1°W | 
| Times (UTC) | |
| Greatest eclipse | 21:32:30 | 
| References | |
| Saros | 153 (12 of 70) | 
| Catalog # (SE5000) | 9661 | 
A partial solar eclipse will occur on November 24, 2068. A solar eclipse occurs when the Moon passes between Earth and the Sun, thereby totally or partly obscuring the image of the Sun for a viewer on Earth. A partial solar eclipse occurs in the polar regions of the Earth when the center of the Moon's shadow misses the Earth.
Related eclipses
Solar eclipses 2065–2069
This eclipse is a member of a semester series. An eclipse in a semester series of solar eclipses repeats approximately every 177 days and 4 hours (a semester) at alternating nodes of the Moon's orbit.[1]
| Solar eclipse series sets from 2065–2069 | ||||
|---|---|---|---|---|
| Descending node | Ascending node | |||
| 118 | July 3, 2065![]() Partial  | 
123 | December 27, 2065![]() Partial  | |
| 128 | June 22, 2066![]() Annular  | 
133 | December 17, 2066![]() Total  | |
| 138 | June 11, 2067![]() Annular  | 
143 | December 6, 2067![]() Hybrid  | |
| 148 | May 31, 2068![]() Total  | 
153 | November 24, 2068![]() Partial  | |
| 158 | May 20, 2069![]() Partial  | |||
Tritos series
This eclipse is a part of a tritos cycle, repeating at alternating nodes every 135 synodic months (≈ 3986.63 days, or 11 years minus 1 month). Their appearance and longitude are irregular due to a lack of synchronization with the anomalistic month (period of perigee), but groupings of 3 tritos cycles (≈ 33 years minus 3 months) come close (≈ 434.044 anomalistic months), so eclipses are similar in these groupings.
| Series members between 1901 and 2100 | |||
|---|---|---|---|
![]() March 6, 1905 (Saros 138)  | 
![]() February 3, 1916 (Saros 139)  | 
![]() January 3, 1927 (Saros 140)  | |
![]() December 2, 1937 (Saros 141)  | 
![]() November 1, 1948 (Saros 142)  | 
![]() October 2, 1959 (Saros 143)  | |
![]() August 31, 1970 (Saros 144)  | 
![]() July 31, 1981 (Saros 145)  | 
![]() June 30, 1992 (Saros 146)  | |
![]() May 31, 2003 (Saros 147)  | 
![]() April 29, 2014 (Saros 148)  | 
![]() March 29, 2025 (Saros 149)  | |
![]() February 27, 2036 (Saros 150)  | 
![]() January 26, 2047 (Saros 151)  | 
![]() December 26, 2057 (Saros 152)  | |
![]() November 24, 2068 (Saros 153)  | 
![]() October 24, 2079 (Saros 154)  | 
![]() September 23, 2090 (Saros 155)  | 
|
Metonic series
The metonic series repeats eclipses every 19 years (6939.69 days), lasting about 5 cycles. Eclipses occur in nearly the same calendar date. In addition, the octon subseries repeats 1/5 of that or every 3.8 years (1387.94 days). All eclipses in this table occur at the Moon's ascending node.
| 21 eclipse events, progressing from south to north between July 1, 2000 and July 1, 2076 | ||||
|---|---|---|---|---|
| July 1–2 | April 19–20 | February 5–7 | November 24–25 | September 12–13 | 
| 117 | 119 | 121 | 123 | 125 | 
![]() July 1, 2000  | 
![]() April 19, 2004  | 
![]() February 7, 2008  | 
![]() November 25, 2011  | 
![]() September 13, 2015  | 
| 127 | 129 | 131 | 133 | 135 | 
![]() July 2, 2019  | 
![]() April 20, 2023  | 
![]() February 6, 2027  | 
![]() November 25, 2030  | 
![]() September 12, 2034  | 
| 137 | 139 | 141 | 143 | 145 | 
![]() July 2, 2038  | 
![]() April 20, 2042  | 
![]() February 5, 2046  | 
![]() November 25, 2049  | 
![]() September 12, 2053  | 
| 147 | 149 | 151 | 153 | 155 | 
![]() July 1, 2057  | 
![]() April 20, 2061  | 
![]() February 5, 2065  | 
![]() November 24, 2068  | 
![]() September 12, 2072  | 
| 157 | 159 | 161 | 163 | 165 | 
![]() July 1, 2076  | 
||||
References
- ↑ van Gent, R.H. "Solar- and Lunar-Eclipse Predictions from Antiquity to the Present". A Catalogue of Eclipse Cycles. Utrecht University. Retrieved 6 October 2018.
 
External links
- Earth visibility chart and eclipse statistics Eclipse Predictions by Fred Espenak, NASA/GSFC
 














































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