Les Lepturiens (Lepturinae), sont une sous-famille de coléoptères cérambycidés, répandue dans tout le monde avec un peu plus d'un millier d'espèces.
Lepturinae
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)
Oxymirus cursor (Linnaeus, 1758)
Sous-famille
Lepturinae
Latreille, 1802
Morphologie
Adulte
Les Lepturinae sont généralement caractérisés par des dimensions relativement moyennes ou petites, aspect élongé, tête prognathe souvent prolongée en rostre, aire stridulatoire divisée (sauf les groupes plus évolués), pattes allongées, (surtout les postérieures) et anches antérieures parfois coniques.
Les antennes sont généralement courtes, sauf dans les taxons plus primitifs (Xylosteini, Stenocorus, Oxymirus).
Les ailes postérieures présentent une celle dans la région anale qui disparait dans les groupes plus évolués (Dorcasomini, Holopterini, Necydalinae).
Larve
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)
Larve de Rhagium inquisitor (Linné, 1758)
Les larves, presque toujours munies de pattes plus ou moins développées, sont caractérisées par la tête large, divisée par deux par l'aire d'insertion musculaire, et par la lèvre supérieur large.
Les groupes plus primitifs (Xylosteini, Rhagiini), portent généralement une ou deux épines sur le dernier segment abdominal, qui indiquent leur parenté avec les Spondylidinae. Toutefois le genre Rhagium comporte ces deux types de larves : avec épines pour les sous-genres Megarhagium et Hagrium, et sans épines pour le sous-genre Rhagium.
Biologie
Adulte
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)
Rhagium mordax (DeGeer, 1775)
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)
Leptura maculata Poda, 1761 ?
![Fichier:Gaurotes virginea, Burgwald, Hesse, Germany - 20100624.ogv](data:image/png;base64,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)
Gaurotes virgineus
Les Lepturinae peuvent être nocturnes ou diurnes.
Les tribus plus primitives (Xylosteini) sont constituées d'espèces nocturnes et arboricoles. Une telle caractéristique s'est maintenue aussi dans plusieurs Lepturinae de l'Afrique australe qui ont été regroupés dans la tribu des Dorcasomini. Les Rhagiini, les Lepturini, les Desmocerini et les Necydalini sont au contraire tous diurnes.
Les Rhagiini plus primitifs (Stenocorus, Oxymirus, Rhagium, Rhamnusium, etc.) sont arboricoles et ne se trouvent que rarement sur les fleurs. Ces espèces sont souvent fournies de colorations peu voyantes avec des teintes brunes qui les confondent avec le milieu environnant : il s'agit de mimétisme cryptique.
Certains Rhagiini plus évolués (Brachyta, Gaurotes, Pidonia) sont au contraire floricoles. Le genre Pachyta (Rhagiini) comprend soit des espèces arboricoles soit floricoles.
Les Lepturini (qui ont évolué à partir des Rhagiini) sont au contraire presque tous floricoles, sauf quelques espèces plus primitives du genre Stictoleptura.
Ces espèces présentent souvent des colorations aposématiques avec des teintes contrastantes rouge-noir ou jaune-noir (analogues à celles des Cerambycinae Trachyderini et Clytini) avec une fonction d'avertissement contre les possibles prédateurs. Toutefois, puisqu'il s'agit d'espèces inoffensives, une telle coloration appartient au mimétisme batésien.
Larve
Les larves des Lepturinae attaquent généralement les arbres feuillus et les conifères, en se nourrissant du bois pourri ou vivant, du tronc, des branches ainsi que de l'appareil radical.
Certains genres (Dinoptera, Pidonia, Cortodera, certains Dorcasomini) vivent au sol en se nourrissant des racines et elles ont évolué en formant des pattes développées et un corps pigmenté.
Systématique
Puisqu'il s'agit du groupe le plus primitif parmi les cérambycidés, avec des affinités évidentes avec les autres familles des Cerambycoidea et des Chrysomeloidea, la position systématique de certaines tribus est devenue l'objet de controverses qui ont porté à les diviser ou à les réunir au complexe des Lepturinae.
Les Lepturinae ont été divisés en huit tribus. La tribu des Eroschemini Lacordaire, 1869, souvent incluse dans les Lepturinae, appartient en réalité aux Cerambycinae.
Parmi ces tribus, quatre sont répandues en Europe (Rhagiini, Lepturini, Necydalini, Xylosteini) et seulement les trois premières en Suisse, France, Belgique et Luxembourg.
Selon ITIS (4 avril 2018) :