Gadfly petrel explained

The gadfly petrels or Pterodroma are a genus of about 35 species of petrels, part of the seabird order Procellariiformes. The gadfly petrels are named for their speedy weaving flight, as if evading gadflies (horseflies). The flight action is also reflected in the name Pterodroma, from Ancient Greek pteron, "wing" and dromos, "runner".

The short, sturdy bills of these medium to large petrels are adapted for soft prey that they pick from the ocean surface. They have twisted intestines for digesting marine animals that have unusual biochemistries.

Their complex wing and face marking are probably for interspecific recognition.

These birds nest in colonies on islands and are pelagic when not breeding. One white egg is laid usually in a burrow or on open ground. They are nocturnal at the breeding colonies.

While generally wide-ranging, most Pterodroma species are confined to a single ocean basin (e.g. Atlantic), and vagrancy is not as common amongst the genus as in some other seabird species (c.f. the storm petrels Hydrobatidae). Eleven species in this genus breed in the New Zealand region, and six of these are only found there.

Taxonomy

The genus Pterodroma was introduced in 1856 by the French naturalist Charles Lucien Bonaparte.[1] The genus name combines the Ancient Greek pteron meaning "wing" with dromos meaning "racer" or "runner".[2] The type species was subsequently designated as the great-winged petrel by the American ornithologist Elliott Coues in 1866.[3] [4]

The species listed here are those recognised in the online list maintained by Frank Gill, Pamela Rasmussen and David Donsker on behalf of the International Ornithological Committee (IOC). The genus includes 35 species, of which one has become possibly extinct in historical times.[5]

See also

Notes and References

  1. Bonaparte . Charles Lucien . Charles Lucien Bonaparte . 1856 . Espèces nouvelles d'oiseaux d'Asie et d'Amérique, et tableaux paralléliques des Pélagiens ou Gaviae . French . Comptes Rendus Hebdomadaires des Séances de l'Académie des Sciences . 42 . 764–776 [768] .
  2. Book: Jobling, James A. . 2010. The Helm Dictionary of Scientific Bird Names . Christopher Helm . London . 978-1-4081-2501-4 . 322 .
  3. Coues . Elliott . Elliott Coues . 1866 . Critical review of the family Procellaridae: Part IV; Embracing the Aestrelateae and the Prioneae . Proceedings of the Academy of Natural Sciences of Philadelphia . 18 . 134–172 [137] .
  4. Book: Mayr . Ernst . Ernst Mayr . Cottrell . G. William . 1979 . Check-List of Birds of the World . 1 . 2nd . Museum of Comparative Zoology . Cambridge, Massachusetts . 65 .
  5. Web site: Gill . Frank . Frank Gill (ornithologist) . Donsker . David . Rasmussen . Pamela . Pamela Rasmussen . July 2021 . Petrels, albatrosses . IOC World Bird List Version 11.2 . International Ornithologists' Union . 23 December 2021 .
  6. Brooke . M.D.L. . Imber . M. . Rowe . G. . 2000 . Occurrence of two surface-breeding species of Pterodroma on Round Island, Indian Ocean . Ibis . 142 . 1 . 154–158 . 10.1111/j.1474-919X.2000.tb07700.x.
  7. Web site: Jaramillo . Alvaro . July 2013 . Proposal 582: Split Pterodroma heraldica and P. atrata from P. arminjoniana . South American Classification Committee, American Ornithologists' Union . 23 December 2021.
  8. Brown . Ruth M. . Jordan . William C. . 2009 . Characterization of polymorphic microsatellite loci from Round Island petrels (Pterodroma arminjoniana) and their utility in other seabird species . Journal of Ornithology . 150 . 4 . 925–929 . 10.1007/s10336-009-0411-5 . free .
  9. Brown . R.M. . Jordan . W.C. . Faulkes . C.G. . Jones . C.G. . Bugoni . L. . Tatayah . V. . Palma . R.L. . Nichols . R.A. . 2011 . Phylogenetic relationships in Pterodroma petrels are obscured by recent secondary contact and hybridization . PLOS ONE . 6 . 5 . e20350 . 10.1371/journal.pone.0020350 . 21655247 . 3105042 . 2011PLoSO...620350B . free .
  10. Merton . Don . Bell . Mike . 2003 . New seabird records from Round Island, Mauritius . Bulletin of the British Ornithologists' Club . 123 . 212–215 .