Noctua interjecta

Noctua interjecta, the least yellow underwing, is a moth of the family Noctuoidea. It is found in Europe.

Comparison of 1, 2, 5, 6. broad-bordered yellow underwing (Noctua fimbriata) 3. lesser broad-bordered yellow underwing (Noctua janthe) 4. least yellow underwing (Noctua interjecta)

Least yellow underwing
Scientific classification
Kingdom: Animalia
Phylum: Arthropoda
Class: Insecta
Order: Lepidoptera
Superfamily: Noctuoidea
Family: Noctuidae
Genus: Noctua
Species:
N. interjecta
Binomial name
Noctua interjecta
Hübner, 1803

Technical description and variation
For a key to the terms used, see Glossary of entomology terms.

The wingspan is 31–36 mm. The length of the forewings is 14–17 mm. Forewing greyish rufous, sometimes darkened with fuscous; lines and stigmata a little darker, often very obscure; hindwing orange yellow with a broad marginal black border; costal and inner margins, a submedian streak from base, and the cell blackish; fringe yellow.[1]

Biology

The moth flies in one generation from late June to August.

Larva pale ochreous with black dots; the lines pale, with darker edges. The larvae feed on various grasses and herbaceous plants such as meadowsweet and Malva sylvestris.[2]

Habitat in France

Subspecies
  • Noctua interjecta interjecta (Alps, southern France, northern and south-eastern Spain, northern Portugal, Italy, Bulgaria, northern Greece and Romania)
  • Noctua interjecta caliginosa (Schawerda, 1919) (southern and central England, Wales, southern Ireland, northern France, Belgium, Luxemburg, Netherlands, northern Germany, Denmark, southern Sweden, Czech Republic and Austria)

Notes
  1. ^ The flight season refers to Belgium and the Netherlands. This may vary in other parts of the range.
gollark: I think it would make more sense as an attribute™ or something.
gollark: Broadly speaking, yes.
gollark: Oh hypermemetic ultrabees.
gollark: ```pythonfrom z3 import *iters = [ Int(f"x{i}") for i in range(40) ]solver = Solver()for n,x in enumerate(iters): if n == 0: solver.add(x == 1111111) else: last = iters[n - 1] solver.add(Or(x == last, (x * 2) == last, x == ((last * 3) + 1)))solver.add(iters[-1] == 1)print(solver.check())print(solver.model())```This is the *best* way to do collatz.
gollark: It's a theorem prover. It can tell you if certain statements/sets of statements are satisfiable, and if so how.

References
  1. Seitz, A. Ed., 1914 Die Großschmetterlinge der Erde, Verlag Alfred Kernen, Stuttgart Band 3: Abt. 1, Die Großschmetterlinge des palaearktischen Faunengebietes, Die palaearktischen eulenartigen Nachtfalter, 1914
  2. "Robinson, G.S., P.R. Ackery, I.J. Kitching, G.W. Beccaloni, & L.M. Hernández. (2010). HOSTS – A Database of the World's Lepidopteran Hostplants. Natural History Museum, London".


This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.