Hecuba-gap asteroid#Zhongguo asteroids

A Hecuba-gap asteroid is a member of a dynamical group of resonant asteroids located in the Hecuba gap at 3.27 AU – one of the largest Kirkwood gaps in the asteroid belt, which is considered the borderline separating the outer main belt asteroids from the Cybeles. A Hecuba-gap asteroid stays in a 2:1 mean motion resonance with the gas giant Jupiter, which may gradually perturbe its orbits over a long period until it either intersect with the orbit of Mars or Jupiter itself. Depending on the dynamical stability of an asteroid's orbit in the Hecuba gap, three subgroups have been proposed. These are the marginally unstable Griqua asteroids, with an estimated lifetime of more than 100 million years, the stable Zhongguo asteroids (more than 500 million or even 1 billion years), and an unnamed, strongly unstable population of asteroids with a dynamical lifetime of less than 70 million years.

Moving further out the Solar System, the asteroids in the Hecuba gap are followed by the resonant Cybeles (7:4), Hildas (3:2), Thules (4:3) and Jupiter trojans (1:1).

Description

Both the Zhongguo (stable) and Griqua asteroids (marginally stable) are also described as the "long-lived" group with lifetimes over 70 million years in order to distinct them from the "short-lived" population. The division between the Griquas and Zhongguo into clearly distinct groups in terms of lifetime has also been questioned and follow-up studies have moved the threshold lifetime between the two long-lived groups from 500 million to 1 billion years.

= Griqua asteroids =

The Griqua asteroids (also known as the "Griquas") are a dynamical group of asteroids with marginally unstable orbits. The group derives its name from the asteroid 1362 Griqua. The Griquas are located in the Hecuba gap – one of the largest Kirkwood gaps in the asteroid belt at 3.27 AU – and stay in a 2:1 mean motion resonance with the gas giant Jupiter, which gradually perturbes their orbits over a long period until they either intersect with the orbit of Mars or Jupiter itself. The group has an estimated lifetime of 100 to (at least) 500 million years. Known members of the Griqua group include (articles in boldface):{{rp|422}}

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  • 1362 Griqua
  • 3688 Navajo
  • 4177 Kohman
  • 11665 Dirichlet
  • 13963 Euphrates
  • {{LoMP|24491|{{mp|(24491) 2000 YT|123}}}}
  • {{LoMP|28459|{{mp|(28459) 2000 AW|144}}}}
  • {{LoMP|29524|{{mp|(29524) 1998 AE}}}}
  • {{LoMP|35989|{{mp|(35989) 1999 NF|10}}}}
  • {{LoMP|86358|{{mp|(86358) 1999 XB|143}}}}
  • {{LoMP|104742|{{mp|(104742) 2000 HY|9}}}}

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= Zhongguo asteroids =

While the Griquas are asteroids in a marginally unstable orbit, the Zhongguo asteroids (or "Zhongguos"; named after 3789 Zhongguo) are in a rather stable 1:2 resonance with Jupiter. The group of 26 identified members, with a lifetime of more than 530 million (or even 1 billion) years, can be further divided into two clusters in the pseudo-proper element space:{{rp|423}}

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  • 3789 Zhongguo
  • {{mpl|(11097) 1994 UD|1}}
  • 11266 Macke
  • 11573 Helmholtz
  • 14871 Pyramus
  • {{mpl|(16882) 1998 BO|13}}
  • {{mpl|(18888) 2000 AV|246}}
  • 22740 Rayleigh
  • {{mpl|(24514) 2001 BB|58}}
  • {{mpl|(26112) 1991 PG|18}}
  • 31249 Renéefleming
  • {{mpl|(31293) 1998 FP|70}}
  • {{mpl|(36140) 1999 RC|168}}
  • {{mpl|(37528) 1975 SX}}
  • {{mpl|(37991) 1998 KZ|5}}
  • {{mpl|(38984) 2000 UZ|4}}
  • {{mpl|(39018) 2000 UM|53}}
  • {{mpl|(41262) 1999 XZ|55}}
  • 45511 Anneblack
  • {{mpl|(71694) 2000 FN|44}}
  • {{mpl|(86343) 1999 XZ|56}}
  • {{mpl|(91182) 1998 RO|49}}
  • {{LoMP|102915|{{mp|(102915) 1999 XT|23}}}}
  • {{LoMP|130295|{{mp|(130295) 2000 EF|60}}}}
  • {{LoMP|138739|{{mp|(138739) 2000 SF|206}}}}
  • {{LoMP|146258|{{mp|(146258) 2001 AO|22}}}}

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= Strongly unstable group =

Related but distinct from the "long-lived" Griquas and Zhongguos, is the group of "unstable" Hecuba-gap asteroids:{{rp|422,423}}

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In 2005, further research expanded this group of 16 bodies with an additional 31 multi-opposition asteroids, that show life-times of less than 70 million years. It is also thought that approximately 25% of the short-lived population are "extremely unstable" with lifetimes of less than 2 million years.

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  • {{LoMP|55068|{{mp|(55068) 2001 QX|83}}}}
  • {{LoMP|57565|{{mp|(57565) 2001 TB|52}}}}
  • {{LoMP|82009|{{mp|(82009) 2000 RF|68}}}}
  • {{LoMP|83943|{{mp|(83943) 2001 WK|14}}}}
  • {{LoMP|86358|{{mp|(86358) 1999 XB|143}}}}
  • {{LoMP|95488|{{mp|(95488) 2002 EV|25}}}}
  • {{LoMP|97653|{{mp|(97653) 2000 FH|13}}}}
  • {{LoMP|108455|{{mp|(108455) 2001 KD|50}}}}
  • {{LoMP|114721|{{mp|(114721) 2003 GG|32}}}}
  • {{LoMP|114804|{{mp|(114804) 2003 NS|8}}}}
  • {{LoMP|114926|{{mp|(114926) 2003 QW|42}}}}
  • {{LoMP|115916|{{mp|(115916) 2003 WB|8}}}}
  • {{LoMP|116908|{{mp|(116908) 2004 GT|2}}}}
  • {{LoMP|121906|{{mp|(121906) 2000 DB|62}}}}
  • {{LoMP|140348|{{mp|(140348) 2001 TK|15}}}}
  • {{LoMP|162983|{{mp|(162983) 2001 RP|53}}}}
  • {{LoMP|166564|{{mp|(166564) 2002 RB|107}}}}
  • {{LoMP|182931|{{mp|(182931) 2002 GQ|1}}}}
  • {{LoMP|184922|{{mp|(184922) 2005 UP|497}}}}
  • {{LoMP|206310|{{mp|(206310) 2003 HG|38}}}}
  • {{LoMP|222927|{{mp|(222927) 2002 LN|53}}}}
  • {{LoMP|228994|{{mp|(228994) 2003 WO|87}}}}
  • {{LoMP|257379|{{mp|(257379) 2009 RP|55}}}}
  • {{LoMP|274786|{{mp|(274786) 2008 VT|75}}}}
  • {{LoMP|307464|(307464) 2002 WL}}
  • {{LoMP|376874|(376874) 2001 VE}}
  • {{LoMP|405132|{{mp|(405132) 2002 JH|36}}}}
  • {{LoMP|437994|{{mp|(437994) 2003 UL|12}}}} ({{small|APO}})
  • {{LoMP|443805|(443805) 1997 WW}}
  • {{LoMP|455157|{{mp|(455157) 1997 YM|3}}}} ({{small|AMO}})
  • {{LoMP|506437|{{mp|(506437) 2000 WL|10}}}} ({{small|APO}})

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Among the unstable population, some asteroids have such a high eccentricity with a perihelion of less than 1.3 AU, that qualifies them as a near-Earth object. These five bodies (with their current eccentricity taken from the JPL SBDB in parentheses) are 5370 Taranis (0.64), {{mpl-|26166|1995 QN|3}} (0.65), {{mpl-|437994|2003 UL|12}} (0.70), {{mpl-|455157|1997 YM|3}} (0.66), {{mpl-|506437|2000 WL|10}} (0.72).

References

{{reflist|refs=

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