Lunar eclipse
A lunar eclipse is an astronomical event that occurs when the Earth passes between the Sun and the Moon, positioning the Moon within the Earth's shadow and temporarily blocking direct sunlight from illuminating it.[1] This phenomenon only happens during a full moon phase, when the Moon is opposite the Sun as viewed from Earth, but not every full moon results in an eclipse due to the Moon's orbit being tilted by about 5 degrees relative to Earth's orbital plane around the Sun.[1] Lunar eclipses are classified into three main types based on the Moon's path through Earth's shadow, which consists of the darker umbra (the central region where the Sun is completely obscured) and the lighter penumbra (the outer region of partial shadow).[2] In a total lunar eclipse, the entire Moon enters the umbra, often taking on a reddish hue—known as a "blood moon"—as Earth's atmosphere scatters shorter blue wavelengths of sunlight and allows longer red wavelengths to reach the lunar surface.[1] A partial lunar eclipse happens when only part of the Moon passes through the umbra, resulting in a portion of the Moon appearing darkened while the rest remains illuminated.[3] The least dramatic is a penumbral lunar eclipse, where the Moon travels solely through the penumbra, causing a subtle overall dimming without a distinct shadowed bite.[2] These events occur between zero and three times per year, though total ones are rarer and can last up to about 1 hour and 40 minutes during totality.[4] Unlike solar eclipses, which are visible only from specific regions, lunar eclipses can be observed from anywhere on Earth's nighttime side, provided the sky is clear, allowing global audiences to witness them simultaneously. Historically and culturally significant, lunar eclipses have been documented for millennia and continue to fascinate astronomers for insights into atmospheric effects and celestial mechanics.[3]Fundamentals
Definition and occurrence
A lunar eclipse is an astronomical event that occurs when the Earth positions itself between the Sun and the Moon, preventing sunlight from directly reaching the Moon and instead casting the Earth's shadow onto its surface.[6][1] This alignment can only take place during a full moon phase, when the Moon is on the opposite side of Earth from the Sun, but not every full moon results in an eclipse due to the Moon's orbit being tilted relative to Earth's orbit around the Sun. The Earth's shadow consists of two primary regions: the umbra, a central cone of total darkness where the Sun is completely obscured, and the penumbra, a surrounding area of partial shadow where the Sun is only partly blocked.[7][8][9] Lunar eclipses are relatively infrequent, occurring between two and five times annually, though the exact number varies and includes both partial and total varieties; this rarity stems from the Moon's orbital inclination of approximately 5.1 degrees to the ecliptic plane, which means the Moon's path aligns with Earth's shadow only periodically, typically twice a year near the ascending and descending nodes of its orbit.[7][10] The earliest recorded observation of a lunar eclipse dates to 747 BCE, documented by Babylonian astronomers in the first year of King Nabonassar, marking the beginning of systematic eclipse records in human history.[11][12]Geometric mechanism
A lunar eclipse arises from the precise alignment of the Sun, Earth, and Moon in a configuration known as syzygy, which occurs specifically during the full moon phase when the Earth lies directly between the Sun and the Moon. This positioning results from the Earth's orbital motion around the Sun over approximately 365.25 days and the Moon's orbital motion around the Earth in about 27.3 days (sidereal month), with the full moon marking the point of opposition where the Moon is 180° from the Sun in ecliptic longitude as viewed from Earth.[9][13] The Earth's shadow, cast by the Sun, comprises two primary components: the umbra, a dark, cone-shaped inner region where sunlight is entirely blocked by the Earth, and the surrounding penumbra, a lighter outer zone where sunlight is partially obstructed, allowing some direct rays to reach objects within it. The umbra forms because the Sun has a finite angular diameter, creating a tapered cone that extends away from Earth; the penumbra arises from the partial overlap of light rays around the umbra. In Earth's case, the Moon's position ensures it encounters the umbra proper during central passages.[9] The length of the umbral cone can be approximated using the geometry of similar triangles formed by the Sun's rays tangent to Earth: L \approx \frac{R_\Earth}{\tan(\theta / 2)} where R_\Earth = 6371 km is Earth's equatorial radius and \theta = 0.53^\circ is the average angular diameter of the Sun as seen from Earth. This calculation yields L \approx 1.38 \times 10^6 km, far exceeding the Moon's average orbital distance of 384,400 km, ensuring the umbra reaches and engulfs the Moon during suitable alignments.[14][15] As the Moon enters the Earth's shadow during syzygy, the eclipse progresses through distinct phases: initial penumbral entry as the Moon's edge darkens subtly in the outer shadow; partial entry when the umbra begins to cover part of the Moon's disk; totality, if the entire Moon enters the umbra, lasting up to about 1.5 hours; and symmetric exit phases reversing the process, with the overall partial phase typically spanning 1-3 hours.[16][17] The Moon's orbit is inclined by approximately 5.1° relative to the ecliptic plane (Earth's orbital plane around the Sun), meaning full moons result in eclipses only when the Moon is near one of its ascending or descending nodes—points where its orbit crosses the ecliptic—allowing passage through the shadow cone. The ecliptic latitude \beta of the Moon at full moon is given by \beta = i \sin F, where i = 5.1^\circ is the inclination and F is the argument of latitude; eclipses occur when |\beta| is sufficiently small (typically less than ~1.5° for penumbral contact), which happens for roughly 20% of full moons due to the limited geometric window imposed by the inclination.[13][18][19]Types
Penumbral lunar eclipse
A penumbral lunar eclipse occurs when the Moon passes entirely through the Earth's penumbra, the outer, fainter portion of its shadow, without entering the darker umbra.[13] This results in a subtle overall dimming of the Moon's surface, but it retains its full illumination from direct sunlight, appearing as a slightly paler full moon rather than a darkened one.[20] Visibility to the naked eye is challenging, with the effect manifesting as a faint, dusky shading primarily on the side of the Moon facing the umbra, becoming discernible only when more than two-thirds of the Moon's disk is immersed in the penumbra.[21] The eclipse magnitude, which measures the fraction of the Moon's diameter covered by the penumbra, is always less than 1.0 due to the absence of umbral contact, and events with magnitudes below 0.60 are typically undetectable without optical aid.[20] These eclipses are visible from anywhere on Earth's night side where the Moon is above the horizon, but their subtlety often leads observers to overlook them, mistaking the dimming for natural variations in the full moon's brightness caused by atmospheric haze or pollution. Penumbral lunar eclipses can endure for up to nearly five hours, representing the longest duration among eclipse types as the Moon traverses the expansive penumbral region.[23] For instance, the penumbral lunar eclipse on March 24–25, 2024, spanned 4 hours and 39 minutes, visible across the Americas, western Europe, and parts of Africa and Antarctica.[24] Another example is the event on May 5–6, 2023, which reached a penumbral magnitude of 0.9655 and was observable from much of Asia, Australia, and Europe.[20] Historically, penumbral lunar eclipses are the most frequent variety, averaging about 87 occurrences per century over a six-millennium span from 3000 BCE to 3000 CE, comprising roughly 36% of all lunar eclipses.[23] In the 21st century alone, 86 such events are predicted, underscoring their regularity despite their inconspicuous nature.[25]Partial lunar eclipse
A partial lunar eclipse occurs when the Moon passes through only a portion of Earth's umbral shadow, resulting in an imperfect alignment of the Sun, Earth, and Moon. In this configuration, the maximum umbral magnitude—the fraction of the Moon's diameter immersed in the umbra—ranges from just above 0 to less than 1.0, meaning not the entire lunar disc enters the dark central shadow. The event unfolds in distinct phases, beginning with a possible penumbral prelude where the outer shadow subtly dims the Moon, though this is often imperceptible. The partial phase starts at umbral contact (U1), when the Moon's leading edge enters the umbra, and progresses to maximum eclipse before ending at umbral exit (U4). This partial phase typically lasts from about 1 hour for shallow events to over 3 hours for deeper ones, during which a visible darkening progressively covers part of the Moon's edge, creating the appearance of a "bite" taken out of its disc.[27] The shadowed region experiences a sharp drop in brightness, as direct sunlight is blocked, though the uneclipsed portion remains fully illuminated and contrasts starkly with the darkened area.[21] Partial lunar eclipses are readily observable with the naked eye from any location where the Moon is above the horizon, requiring no telescopes or other equipment, and appear obvious even under moderate light pollution. They can be seen across vast regions of Earth simultaneously due to the Moon's position high in the sky. Unlike more subtle penumbral eclipses, the umbral intrusion produces a clear, dramatic effect visible to casual observers worldwide.[13] A representative example is the partial lunar eclipse of September 17–18, 2024, which had a maximum umbral magnitude of 0.0869 and covered only a small sliver of the Moon's lower edge at its peak. This shallow event lasted 1 hour and 3 minutes in its partial phase and was visible across the Americas, Europe, much of Africa, and parts of Asia and the Pacific, demonstrating how even minor umbral immersion noticeably reduces brightness in the affected area without altering the overall lunar illumination significantly.[28] In contrast to total lunar eclipses, partial ones lack the characteristic reddening effect across the Moon's surface, as the bright, directly sunlit portion overwhelms any faint reddish glow in the umbral shadow, making the eclipsed part appear simply dark rather than colored.[29]Total lunar eclipse
A total lunar eclipse occurs when the entire apparent diameter of the Moon is obscured by Earth's umbra, resulting in an umbral magnitude greater than or equal to 1.0, where magnitude is defined as the fraction of the Moon's diameter immersed in the umbral shadow.[30] During this event, the Moon's brightness diminishes dramatically as it passes fully into the darkest part of Earth's shadow, and totality—the phase when the whole Moon is within the umbra—can last up to approximately 100 minutes, approaching the theoretical maximum of about 107 minutes under optimal orbital alignments.[31] The most striking feature of totality is the Moon's characteristic reddish or coppery hue, often called a "blood moon," caused by the refraction and scattering of sunlight through Earth's atmosphere.[32] Sunlight grazing the Earth's limb is bent toward the Moon by atmospheric refraction, but shorter-wavelength blue light is preferentially scattered away by air molecules via Rayleigh scattering, allowing longer-wavelength red and orange light to dominate and illuminate the lunar surface.[32] This effect is enhanced when the sunlight passes through denser atmospheric layers near the horizon, filtering out even more shorter wavelengths, though the exact shade can vary from deep crimson to brick red depending on atmospheric conditions like dust or aerosols.[33] The complete sequence of a total lunar eclipse unfolds over several hours and includes distinct phases: it begins with the penumbral phase (P1), when the Moon first enters the faint outer penumbra, causing a subtle dimming; this transitions to the partial phase (U1 to U2), where the Moon's edge darkens as it enters the umbra; totality starts at U2, when the entire Moon is immersed, peaks at greatest eclipse, and ends at U3; the Moon then exits the umbra during the second partial phase (U3 to U4), before the penumbral phase concludes at P4.[34] Unlike solar eclipses, all stages of a total lunar eclipse are completely safe to observe directly with the unaided eye, binoculars, or telescopes, as no harmful solar rays reach the Moon.[35] Notable examples include the total lunar eclipse of March 13-14, 2025, visible primarily over the Americas, Europe, and Africa, with totality lasting 65 minutes from 1:26 a.m. to 2:31 a.m. EST.[36] Another striking instance was the July 27, 2018, event, which featured the longest totality of the 21st century at 103 minutes, observable across much of Europe, Asia, and Australia.[37] More recently, the total lunar eclipse on September 7-8, 2025, with an umbral magnitude of 1.36 and gamma of -0.28, produced 84 minutes of totality and was visible from Europe, Africa, Asia, and Australia.Central lunar eclipse
A central lunar eclipse is a subtype of total lunar eclipse in which at least part of the Moon's disk passes directly through the axis of Earth's umbral shadow, resulting in the deepest immersion possible and typically the longest durations of totality among total eclipses.[38] This precise alignment occurs when the gamma value—the perpendicular distance between the Moon's center and the shadow's axis—is small, often near zero, ensuring the Moon's center traverses the umbral core.[38] Such eclipses always produce totality, with umbral magnitudes exceeding 1.0 and frequently surpassing 1.4, marking the fraction of the Moon's diameter engulfed by the umbra at greatest eclipse.[38] Central lunar eclipses are characterized by extended totality phases, which can last over 90 minutes due to the Moon's optimal positioning within the shadow, allowing observers longer opportunities to witness the event's full progression.[38] The maximal depth of the shadow often accentuates the Moon's darkened appearance during totality, where sunlight refracted through Earth's atmosphere bathes the lunar surface in reddish tones, sometimes evoking a "bloody" visual effect, though the coloration mechanism remains consistent across total eclipses.[13] Geometrically, this subtype requires the Moon's path to intersect the Earth's umbral axis closely, distinguishing it from non-central totals where the offset (higher gamma) results in shorter or less intense immersions.[39] While total lunar eclipses occur roughly every 18 months on average, central ones represent about 58.6% of them, based on cataloged events spanning 6000 years from 3000 BCE to 3000 CE, reflecting the statistical likelihood of near-central alignments in the Earth-Moon-Sun system.[23] This proportion underscores that, though not the rarest subtype, central passages demand finer orbital tuning compared to edge-grazing totals.[23] No annular lunar hybrids exist, as the Moon's smaller apparent size precludes an annular phase in Earth's converging umbral shadow, unlike solar eclipse geometries involving the antumbra. Notable examples include the central total lunar eclipse of May 16, 2022, which featured a gamma of -0.253 and an umbral magnitude of 1.415, yielding 85 minutes of totality visible across the Americas, Europe, and Africa.[40] Looking ahead, the total lunar eclipse on October 8, 2033, is predicted to be central with a gamma of -0.289 and umbral magnitude of 1.351, producing approximately 79 minutes of totality observable from Europe, Africa, Asia, and Australia.[41]Selenelion
A selenelion, also known as a selenehelion or horizontal eclipse, is a rare optical phenomenon observed during a partial or total lunar eclipse in which both the Sun and the eclipsed Moon appear simultaneously above the horizon. This effect arises solely from atmospheric refraction, which bends incoming light rays from the Sun and Moon, elevating their apparent positions in the sky by up to approximately 0.6 degrees near the horizon. Without this refraction, the 180-degree angular separation between the Sun and Moon during a lunar eclipse would place one below the horizon when the other is visible, making simultaneous observation geometrically impossible on a spherical Earth.[42][43] The phenomenon typically occurs near sunrise or sunset, close to the maximum phase of the eclipse, when the Moon is low in one direction and the Sun in the opposite. Optimal conditions require an unobstructed, clear horizon—ideally from an elevated viewpoint such as a hill or mountain—and minimal atmospheric interference like clouds or pollution. The refraction effect is most pronounced at the horizon, where denser air layers cause greater bending of light, but it diminishes rapidly with altitude. Selenelions are not classified as a distinct eclipse type but rather as an observational variant dependent on the viewer's location and timing relative to the eclipse geometry.[44][45] Visibility of a selenelion is fleeting, usually lasting only 1 to 2 minutes as the Sun and Moon shift relative to the horizon due to Earth's rotation. Observers must have a wide field of view spanning east and west, and the event demands precise timing, often coinciding with the eclipse's totality or deep partial phase. For instance, during the total lunar eclipse on December 10, 2011, selenelions were reported from locations across North America and parts of Russia, where clear horizons allowed brief glimpses of the reddened Moon rising as the Sun set. Similarly, the total lunar eclipse on January 21, 2019, produced selenelion views in the Middle East, including Israel, where the eclipsed Moon was visible at moonset alongside the rising Sun.[43][44][46] A more recent example occurred during the total lunar eclipse on November 8, 2022, visible from parts of North America, where observers witnessed the blood moon near the western horizon at sunrise.[47] A common misconception about selenelions is that they contradict the curvature of Earth's shadow or suggest a flat Earth model, as the simultaneous visibility seems to defy the opposition of Sun and Moon. In reality, this illusion stems purely from refractive bending and does not alter the underlying celestial mechanics; the Moon remains fully within Earth's umbral shadow, and no violation of spherical geometry occurs. Scientific explanations emphasize that refraction's role in horizon observations is well-established, consistent with observations of other celestial events like sunsets.[42][43]Prediction and timing
Relation to lunar phases
Lunar eclipses occur exclusively during the full moon phase, when the Moon is at opposition to the Sun with Earth positioned between them, causing Earth's shadow to fall on the Moon.[13] This alignment ensures the Moon passes through Earth's umbral or penumbral shadow, but it requires additional geometric conditions beyond mere opposition.[16] The Moon's orbit is inclined by approximately 5.1° relative to the ecliptic plane, the path of Earth's orbit around the Sun. Eclipses can only happen when the full moon occurs near one of the two orbital nodes, the points where the Moon's orbit intersects the ecliptic. These are the ascending node, where the Moon crosses from south to north, and the descending node, where it crosses from north to south.[48][16] Such alignments define eclipse seasons, periods of about 35 days occurring twice per year, roughly every six months, when the Sun's position brings it near a lunar node. During these seasons, the nodes align sufficiently with the Sun-Earth-Moon geometry to allow for lunar (and solar) eclipses.[49][50] Most full moons do not result in eclipses because the Moon's 5.1° orbital inclination typically positions it up to several degrees away from the ecliptic at opposition, causing Earth's shadow to miss the Moon. The angular separation, or ecliptic latitude β of the Moon, determines this misalignment and is given by the formula \sin \beta = \sin i \cdot \sin (\lambda - \Omega) where i is the orbital inclination (≈5.1°), λ is the Moon's ecliptic longitude, and Ω is the longitude of the ascending node. For an eclipse, |β| must be small enough—typically less than about 1.5° for penumbral visibility—to place the Moon within Earth's shadow cone.[51][48]Saros cycle and prediction
The Saros cycle is a key periodicity in lunar eclipse prediction, spanning approximately 6,585.3 days, or 18 years, 11 days, and 8 hours, which corresponds to 223 synodic months (the interval between successive new moons).[52] This cycle aligns the Moon's orbital positions relative to the Sun and Earth's nodes such that eclipses recur with similar geometries, though the Earth's rotation causes the path of visibility to shift westward by about 120 degrees longitude per cycle.[53] Discovered by ancient Babylonian astronomers, known as the Chaldeans, in the 5th century BCE, the Saros enabled early predictions by recognizing these recurring patterns in eclipse records.[52] In modern astronomy, lunar eclipse predictions rely on precise calculations of orbital elements, including the Moon's position, velocity, and perturbations, often using Besselian elements derived from theories like VSOP87 for solar and lunar positions.[54] The Saros number, which identifies the specific series to which an eclipse belongs, is calculated using the Julian date of the event and the lunar anomaly (a measure of the Moon's position in its elliptical orbit relative to perigee), allowing astronomers to link an eclipse to its historical and future counterparts in the series.[55] Each Saros series typically produces up to 70 or more eclipses over 12 to 15 centuries, evolving from penumbral to total and back as the Moon's orbital inclination relative to the ecliptic changes.[56] Variations of the Saros provide additional predictive frameworks; for instance, the Inex cycle, lasting about 10,572 days (29 years minus 20 days, or 358 synodic months), offers a longer interval that complements Saros repetitions by adjusting for nodal precession.[57] The Exeligmos, equivalent to three Saros cycles (about 54 years and 34 days), further refines predictions by nearly restoring the eclipse's visibility to the same geographic longitude.[48] Contemporary tools, such as NASA's Five Millennium Catalog of Lunar Eclipses, generate detailed predictions using these cycles integrated with numerical ephemerides, while software like Occult4 computes local circumstances for observers worldwide.[39][58]Frequency of occurrence
Lunar eclipses occur between two and five times per calendar year on average, with a minimum of two and a maximum of five in any given year.[39] Over the long term, from 2000 BCE to 3000 CE, there will be 12,064 lunar eclipses in total.[48] Of these, approximately 36.3% are penumbral, 34.9% are partial, and 28.8% are total, based on comprehensive catalogs spanning five millennia.[39] These frequencies reflect the geometric alignments required during full moons, with variations influenced by the Moon's orbital inclination and nodal precession, though the overall rate remains relatively stable over centuries.[48] In recent years, lunar eclipses have followed this pattern, with notable sequences such as the tetrad of four consecutive total lunar eclipses occurring in 2014 and 2015—specifically on April 15, 2014; October 8, 2014; April 4, 2015; and September 28, 2015.[59] Such tetrads are uncommon, happening about 16.3% of the time when four successive total eclipses align without partial or penumbral interruptions in between.[60] In 2025, two total lunar eclipses took place: one on March 14, visible primarily across the Americas, Europe, and Africa, and another on September 7–8, observable from Europe, Asia, Australia, Africa, and much of the Pacific.[6][61] A key feature of lunar eclipses is their broad visibility; unlike solar eclipses, which are confined to narrow paths on Earth, every lunar eclipse is simultaneously visible from the entire night side of the planet, weather permitting, allowing up to half of Earth's surface to witness the event at once. This global accessibility contributes to their frequent observation and cultural impact, with no location on the night side disadvantaged in terms of timing.[62]Observation and measurement
Danjon scale
The Danjon scale is a standardized five-point system devised by French astronomer André-Louis Danjon in 1921 to evaluate the visual brightness, color, and overall appearance of the Moon specifically during the totality phase of a lunar eclipse. It ranges from L=0, representing the darkest and least visible eclipses, to L=4, the brightest and most vivid. This qualitative tool helps astronomers and observers categorize the eclipse based on factors like the scattering of sunlight through Earth's atmosphere, enabling comparisons across events.[63] The scale's grades are defined as follows:| Grade | Description |
|---|---|
| L=4 | Very bright copper-red or orange eclipse; umbral shadow has a bluish, very bright rim; lunar surface details are easily visible. |
| L=3 | Brick-red eclipse; umbral shadow usually has a bright or yellow rim. |
| L=2 | Deep red or rust-colored eclipse; very dark central shadow, but outer edge of umbra is relatively bright. |
| L=1 | Dark eclipse, grayish or brownish in coloration; lunar surface details are visible only with difficulty. |
| L=0 | Very dark eclipse; Moon is almost invisible, especially at mid-totality; no details discernible. |