Foraminifera name details

Turbinulina gaudichaudi d'Orbigny in Fornasini, 1906

523531  (urn:lsid:marinespecies.org:taxname:523531)

 unaccepted (synonym opinion of the authors (2016))
Species
marine, brackish, fresh, terrestrial
Fornasini, C. (1906). Illustrazione di specie Orbignyane di rotalidi istituite nel 1826. <em>Memorie della Reale Accademia delle Scienze dell'Istituto di Bologna.</em> ser. 6 t. 2, p. 61-70., available online at https://www.biodiversitylibrary.org/page/39147811
page(s): p. 67 pl. 4 fig. 2; note: Differs only from Brady's Challenger drawing (pl. 107 fig. 2) in having 14 chambers in the last whorl instead of 12. [details]   
Hayward, B.W.; Le Coze, F.; Vachard, D.; Gross, O. (2021). World Foraminifera Database. Turbinulina gaudichaudi d'Orbigny in Fornasini, 1906. Accessed at: http://www.marinespecies.org/foraminifera/aphia.php?p=taxdetails&id=523531 on 2024-04-19
Date
action
by
2010-09-17 12:41:19Z
created
2016-12-07 16:38:03Z
changed
2016-12-11 15:54:33Z
changed

original description Fornasini, C. (1906). Illustrazione di specie Orbignyane di rotalidi istituite nel 1826. <em>Memorie della Reale Accademia delle Scienze dell'Istituto di Bologna.</em> ser. 6 t. 2, p. 61-70., available online at https://www.biodiversitylibrary.org/page/39147811
page(s): p. 67 pl. 4 fig. 2; note: Differs only from Brady's Challenger drawing (pl. 107 fig. 2) in having 14 chambers in the last whorl instead of 12. [details]   
 
 Present  Inaccurate  Introduced: alien  Containing type locality 
   

From editor or global species database
Synonymy Fornasini (1906): Differs only from Brady's Challenger drawing (pl. 107 fig. 2) in having 14 chambers in the last whorl instead of 12. Brady's Challenger drawing (pl. 107 fig. 2) is reffered by Jones (2013) as Ammonia convexa. Nevertheless The photos and drawings of the types of gaudichaudi (one photo is of an Elphidium) suggest to that it has too many chambers in the adult (~14) cf 11 in convexa and that the umbilical side is too convex and spiral side not convex enough cf convexa and that the
umbilical boss is too large cf convexa (Hayward). [details]