Polydeuces (moon)
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Polydeuces , also designated Saturn XXXIV, is a small trojan moon of Saturn occupying the trailing
Lagrange point In celestial mechanics, the Lagrange points (; also Lagrangian points or libration points) are points of equilibrium for small-mass objects under the gravitational influence of two massive orbiting bodies. Mathematically, this involves t ...
of Dione. It was discovered by the Cassini Imaging Science Team in images taken by the ''Cassini'' space probe on 21 October 2004. With a mean diameter of about , Polydeuces is thought to have a smooth surface coated with fine, icy particles accumulated from the cryovolcanic plumes of Enceladus. In its orbit around Saturn, Polydeuces periodically drifts away from Dione's Lagrange point due to gravitational perturbations by other nearby moons of Saturn. Of the four known trojan moons of Saturn, Polydeuces exhibits the largest displacement from its Lagrange point.


Discovery

Polydeuces was discovered by the Cassini Imaging Science Team on 24 October 2004 while routinely investigating images taken by the '' Cassini''
space probe Uncrewed spacecraft or robotic spacecraft are spacecraft without people on board. Uncrewed spacecraft may have varying levels of autonomy from human input, such as remote control, or remote guidance. They may also be autonomous, in which th ...
earlier on 21 October 2004. The images were visually inspected through the blink comparison technique, which revealed any potential moons that moved relative to the background stars. The discovery images consisted of four frames taken with ''Cassini''s wide-angle camera over less than six minutes, which showed Polydeuces moving 3–6 pixels per frame. The observed motion of Polydeuces immediately suggested that it could be orbiting Saturn at the distance of one of the large moons, Dione, possibly sharing its orbit in a co-orbital configuration. By 4 November 2004, the Cassini Imaging Science Team obtained more ''Cassini'' images of Polydeuces, including two frames taken on 2 November 2004 and another two predating the discovery images by three hours. Preliminary orbit determinations using these images confirmed that Polydeuces was a co-orbital trojan moon residing around Dione's
Lagrange point In celestial mechanics, the Lagrange points (; also Lagrangian points or libration points) are points of equilibrium for small-mass objects under the gravitational influence of two massive orbiting bodies. Mathematically, this involves t ...
. With the aid of ephemeris predictions from Polydeuces's newly determined orbit, the Cassini Imaging Science Team was able to identify 52 pre-discovery detections of Polydeuces in ''Cassini''s narrow-angle camera images taken between 9 April 2004 and 9 May 2004. The
International Astronomical Union The International Astronomical Union (IAU; , UAI) is an international non-governmental organization (INGO) with the objective of advancing astronomy in all aspects, including promoting astronomical research, outreach, education, and developmen ...
(IAU) announced the discovery of Polydeuces on 8 November 2004. Besides Polydeuces, ''Cassini'' has discovered five other objects orbiting Saturn in 2004: Methone, Pallene, S/2004 S 3, S/2004 S 4, and S/2004 S 6. After the discovery announcement, ''Cassini'' was retasked to begin targeted observations of Polydeuces in January 2005 to better determine its orbit. In 2006, researchers found even earlier ''Cassini'' pre-discovery images of Polydeuces taken on 2 April 2004.


Name

The name Polydeuces was approved and announced by the IAU Working Group on Planetary System Nomenclature on 21 January 2005. In
Greek mythology Greek mythology is the body of myths originally told by the Ancient Greece, ancient Greeks, and a genre of ancient Greek folklore, today absorbed alongside Roman mythology into the broader designation of classical mythology. These stories conc ...
, Polydeuces is another name for Pollux, who is the twin brother of Castor and the son of
Zeus Zeus (, ) is the chief deity of the List of Greek deities, Greek pantheon. He is a sky father, sky and thunder god in ancient Greek religion and Greek mythology, mythology, who rules as king of the gods on Mount Olympus. Zeus is the child ...
and Leda. Polydeuces is also known by its official Roman numeral designation Saturn XXXIV (34th moon of Saturn discovered) and was previously known by its provisional designation , which was given by the IAU when it announced the moon's discovery.


Orbit

Polydeuces is an inner moon of Saturn in a co-orbital configuration with Dione, meaning they share the same orbit. Together with Dione and its other co-orbital companion Helene, Polydeuces orbits Saturn in 2.74 days at an average distance of from the planet's center, between the orbits of Tethys and Rhea. Due to gravitational perturbations by other nearby moons of Saturn, Polydeuces's orbital radius can vary by ± over time. Its orbit is closely aligned with Saturn's equatorial plane with a low orbital inclination of 0.2°. Polydeuces has a slightly
elliptical orbit In astrodynamics or celestial mechanics, an elliptical orbit or eccentric orbit is an orbit with an orbital eccentricity, eccentricity of less than 1; this includes the special case of a circular orbit, with eccentricity equal to 0. Some or ...
with an
eccentricity Eccentricity or eccentric may refer to: * Eccentricity (behavior), odd behavior on the part of a person, as opposed to being "normal" Mathematics, science and technology Mathematics * Off-Centre (geometry), center, in geometry * Eccentricity (g ...
of 0.019, which is unusually higher than Dione's eccentricity of 0.002. While Dione's eccentricity is known to result from its 1:2 mean-motion orbital resonance with Enceladus, the effects of this resonance are too weak to explain Polydeuces's relatively high eccentricity. One possible explanation is that Polydeuces always had an eccentric orbit since its formation because its orbit did not change much over billions of years. Polydeuces resides around Dione's
Lagrange point In celestial mechanics, the Lagrange points (; also Lagrangian points or libration points) are points of equilibrium for small-mass objects under the gravitational influence of two massive orbiting bodies. Mathematically, this involves t ...
trailing 60° behind Dione in its orbit, which makes Polydeuces a trojan moon of Dione. The Lagrange points are locations where the gravitational pulls of Dione and Saturn balance out, allowing for stable co-orbital configurations in Dione's trojans. Dione's other co-orbital moon, Helene, is a trojan residing around the Lagrange point leading 60° ahead of Dione. Trojan moons are not unique to Dione; another large moon of Saturn, Tethys, also has two trojans, named Telesto and Calypso, which reside in its and Lagrange points, respectively. Because of perturbations by other moons of Saturn, Polydeuces does not stay exactly 60° behind Dione; its
angular distance Angular distance or angular separation is the measure of the angle between the orientation (geometry), orientation of two straight lines, ray (geometry), rays, or vector (geometry), vectors in three-dimensional space, or the central angle subtende ...
from Dione oscillates or librates over time. Of Saturn's four known trojan moons, Polydeuces librates the farthest from its Lagrange point: its angular distance behind Dione oscillates from 33.9° to 91.4° with a period of . In a
rotating reference frame A rotating frame of reference is a special case of a non-inertial reference frame that is rotation, rotating relative to an inertial reference frame. An everyday example of a rotating reference frame is the surface of the Earth. (This article co ...
with respect to Dione's orbit, Polydeuces appears to travel in a looping path around Dione's point due to its varying
relative speed The relative velocity of an object ''B'' relative to an observer ''A'', denoted \mathbf v_ (also \mathbf v_ or \mathbf v_), is the velocity vector (physics), vector of ''B'' measured in the rest frame of ''A''. The relative speed v_ = \, \mathb ...
and radial distance from Saturn in its perturbed eccentric orbit. Polydeuces's apparent looping motion combined with its librating angular distance from Dione forms a tadpole orbit about Dione's point.


Origin

Polydeuces is thought to have formed by accreting out of leftover debris trapped in Dione's Lagrange point, in a similar process experienced by Saturn's other trojan moons. This process likely took place at an intermediate stage of the formation of Saturn's moons, when Tethys and Dione have not finished forming and gases have become depleted in Saturn's circumplanetary disk. Mean-motion orbital resonances by other nearby moons did not appear to play a significant role in the formation of the trojan moons. Dynamical modeling of the trojan moons' formation suggests that Tethys's and Dione's and Lagrange points should have started with similar amounts of material for trojan moons to form with roughly similar sizes. However, this is not the case for Dione's trojans, Helene and Polydeuces, whose masses significantly differ by more than an order of magnitude. As of yet, this mass asymmetry in Dione's and trojans remains unexplained.


Physical characteristics

, the most recent estimate for Polydeuces's dimensions is , based on resolved ''Cassini'' imagery of the moon from 2015. These dimensions correspond to a volume-equivalent mean diameter of for Polydeuces. ''Cassini''s highest-resolution images of Polydeuces from 2015 show that it has an elongated shape, with a relatively smooth limb deviating from a simple
ellipsoid An ellipsoid is a surface that can be obtained from a sphere by deforming it by means of directional Scaling (geometry), scalings, or more generally, of an affine transformation. An ellipsoid is a quadric surface;  that is, a Surface (mathemat ...
. Polydeuces presumably rotates synchronously with its orbital period, similar to the rest of Saturn's trojan moons. Little is known about Polydeuces's other physical properties because it was never approached up close by ''Cassini'' or any other space mission to Saturn. Because of its very small size, Polydeuces's gravitational perturbations on the trajectory of ''Cassini'' spacecraft and other Saturnian moons are negligible, which prevents the measurement of the moon's mass and density. In spite of this, researchers assume that Polydeuces has a density similar to those of Saturn's small inner moons, whose average density is , Polydeuces's small size makes it prone to disruption by
impact event An impact event is a collision between astronomical objects causing measurable effects. Impact events have been found to regularly occur in planetary systems, though the most frequent involve asteroids, comets or meteoroids and have minimal effe ...
s. Depending on the size-frequency of impactors in the Saturnian system, Polydeuces is predicted to have suffered at least one disruptive impact in the last one billion years. This implies that Polydeuces is either very young with an age of less than one billion years, or it is a primordial moon that has consistently reaccreted from each disruptive impact over the Saturnian system's 4.5 billion-year lifespan. Polydeuces has a bright and likely smooth surface due to the accumulation of fine water ice particles from the surrounding E Ring, which is generated by the cryovolcanic plumes of Enceladus. Because of its small size, any craters on Polydeuces would be completely buried in E Ring material, giving it a craterless appearance resembling Methone or Pallene. Its
geometric albedo In astronomy, the geometric albedo of a celestial body is the ratio of its actual brightness as seen from the light source (i.e. at zero phase angle (astronomy), phase angle) to that of an ''idealized'' flat, fully reflecting, diffuse reflection, d ...
is unknown since it has never been observed at low phase angles. ''Cassini'' imagery shows that Polydeuces has a uniform surface brightness across its leading and trailing hemispheres. Its surface is about as bright as Dione's but darker than Helene's. The trojan moons of Tethys exhibit a similar difference in surface brightness, where Calypso is brighter than Telesto and Tethys. The reason for these brightness asymmetries in the trojan moons of Dione and Tethys remains unknown; possible explanations include an asymmetric distribution of E Ring particles or recent impacts that brightened Helene and Calypso.


Exploration

''Cassini'' is the only space mission to Saturn that has made targeted observations of Polydeuces. Over the 13-year span of ''Cassini''s mission in orbit around Saturn, the spacecraft has made 22 close approaches within of Polydeuces. ''Cassini''s closest encounter with Polydeuces took place on 17 February 2005, when it passed from Polydeuces while moving outbound from periapse. However, ''Cassini'' did not take any images of Polydeuces on that date. The only encounters where ''Cassini'' has taken resolved images of Polydeuces were on 22 May 2006, 10 May 2015, and 16 June 2015, at closest approach distances of , , and , respectively. ''Cassini''s two close encounters in 2015 provided the first images where Polydeuces was larger than 10 pixels across.


See also

* Telesto and Calypso, trojan moons of Tethys at its and Lagrange points, respectively * Janus and Epimetheus, two inner moons of Saturn in a co-orbital exchange orbit with each other


Notes


References


External links


Polydeuces In Depth
NASA Solar System Exploration, updated 19 December 2019
PIA08209: New Moon
NASA Photojournal, 28 June 2006

''Cassini'' news release via ''Spaceflight Now'', 24 February 2005 {{DEFAULTSORT:Polydeuces (Moon) Moons of Saturn Trojan moons 20041021 Moons with a prograde orbit Castor and Pollux