| Calamoceratidae | |
|---|---|
| |
| Anisocentropus bicoloratus | |
Scientific classification
| |
| Domain: | Eukaryota |
| Kingdom: | Animalia |
| Phylum: | Arthropoda |
| Class: | Insecta |
| Order: | Trichoptera |
| Superfamily: | Leptoceroidea |
| Family: |
Calamoceratidae Ulmer, 1905 |
Calamoceratidae is a family of caddisflies in the order Trichoptera. There are about 9 genera and at least 120 described species in the family Calamoceratidae. [1] [2] [3] [4]
ITIS Taxonomic note:
- Type genus: Calamoceras F Brauer, 1865. [2]
Genera
- Anisocentropus McLachlan, 1863
- Ascalaphomerus Walker, 1852
- Banyallarga Navas, 1916
- Calamoceras Brauer, 1865
- Ganonema McLachlan, 1866
- Georgium Fischer, 1964
- Heteroplectron McLachlan, 1871
- Phylloicus Mueller, 1880
- Silvatares Navás, 1931
References
- ^ "Calamoceratidae Family Information". BugGuide.net. Retrieved 2018-02-23.
- ^ a b "Calamoceratidae Report". Integrated Taxonomic Information System. Retrieved 2018-02-23.
- ^ "Calamoceratidae Overview". Encyclopedia of Life. Retrieved 2018-02-23.
- ^ "Browse Calamoceratidae". Catalogue of Life. Archived from the original on 2019-08-16. Retrieved 2018-02-23.
Further reading
- Kellogg, Vernon L. (1905). American insects. H. Holt.
- Arnett, Ross H. Jr. (2000). American Insects: A Handbook of the Insects of America North of Mexico. Vol. 2nd Edition. CRC Press. ISBN 0-8493-0212-9.
- Merritt; Cummins; Berg (2008). Aquatic Insects of North America. Kendall/Hunt.
- Capinera, John L., ed. (2008). Encyclopedia of Entomology. Springer. ISBN 978-1402062421.
- Gillott, Cedric (1980). Entomology. Plenum Press. ISBN 0-306-40366-8.
- Donald J. Borror; Roger Tory Peterson; Richard E. White (1998). A Field Guide to Insects. Houghton Mifflin.
- Roger G. Bland; H.E. Jaques (1978). How to Know the Insects. WCB/McGraw-Hill.
- Houghton, D.C.; DeWalt, R.E.; Pytel, A.J.; Brandin, C.M.; Rogers, S.E.; Ruiter, D.E.; Bright, E.; Hudson, P.L.; Armitage, B.J. (2018). "Updated checklist of the Michigan (USA) caddisflies, with regional and habitat affinities". ZooKeys (730): 57–74. doi: 10.3897/zookeys.730.21776. PMC 5799788. PMID 29416396.
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