Les Plécoptères (Plecoptera) souvent appelés perles, ou mouches de pierre (Steinfliege en allemand, Stonefly en anglais, car ils se posent très fréquemment sur les pierres en bordure de cours d'eau) sont un ordre d'insectes, sous-classe des Ptérygotes, super-ordre des Polynéoptères, ailés, au corps mou et allongé. C'est un groupe ancien, dont on trouve des fossiles datant au moins du début du Carbonifère.
Plus de 2 000 espèces de Plécoptères sont actuellement répertoriées dans le monde, mesurant de quelques millimètres à 5 cm. L'Amérique du Nord en compte environ 4 fois plus d'espèces que l'Europe.
Ils sont généralement inféodés aux zones humides à fort courant (eaux vives). Ils ne volent que sur de brèves distances, à proximité des berges, torrents, fossés et ripisylves. Ils se reposent volontiers sur des pierres et branches émergeant de l'eau ou à proximité. On les trouve parfois en grand nombre à proximité de l'eau, posés sur les pierres fraiches d'arches et piles de ponts, aux entrées de grottes, sur des parois de gouffres... Cet ordre regroupe des espèces phytophages, omnivores/détritivores et carnivores.
Ils ont un développement de type hémimétabole (métamorphose incomplète).
Plecoptera
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)
Plécoptère de la famille des Pteronarcyidae
Ordre
Plecoptera
Burmeister, 1839
Elles vivent toutes dans les cours d'eau, alors que les adultes (ou imagos) sont aériens. Comme les naïades d'Éphémères, le corps des Plécoptères est adapté au courant (aplati dorso-ventralement, les pattes disposées le long du corps, et non sur le dessous). Cette forme offre moins de résistance au courant, leur permettant de vivre à proximité du fond du lit, sur ou sous les pierres, là où le courant est le moins important. Elles sont, cependant, dépourvues de branchies, l'oxygène diffusant à travers le corps.
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)
Larve de plécoptère
L'adulte
La vie d'adulte des plécoptères est relativement éphémère et en grande partie nocturne. La métamorphose se prépare de nuit, et les adultes émergents pour la plupart à l'aube. Les femelles sont chez de nombreuses espèces de plécoptères jusqu'à deux fois plus grosses que les mâles. Plus tard, l'accouplement aura lieu de nuit, avec de manière générale une chance de se reproduire (et de produire beaucoup d'œufs) plus importante pour les gros individus (sauf pour quand les femelles ont subi les assauts de plusieurs mâles). La copulation avec un ou plusieurs partenaires peut durer toute la nuit (jusqu'à 11 h durant, mais avec de nombreuses tentatives infructueuses de la part des mâles). Les femelles fécondées plusieurs fois, en moyenne, pondent moins d'œufs.
Ces espèces semblent impactées par la pollution lumineuse ou la dégradation de l'environnement nocturne. Les observations naturalistes se font de nuit à la lumière inactinique (supposée moins gêner les plécoptères) ou en amplification lumineuse.
Bioindication
Les larves des Plécoptères sont également utilisées comme bioindicateur, car très sensibles au taux en oxygène dissous dans l'eau. Par exemple, une pollution par rejet d'eaux usées dans les cours d'eau va provoquer une diminution brutale de certaines familles de Plécoptères comme les Perlidae. Ils sont considérés comme des groupes indicateurs dans des tests de la qualité de l'eau comme l'Indice biologique global normalisé (I.B.G.N.).
Caractéristiques
- une paire d'antennes longues, solides et multiarticulées
- deux cerques, parfois aussi longs que le corps
- deux yeux, et trois ocelles
- deux paires d'ailes presque transparentes, à réseau veineux très marqué
- au repos, les ailes sont repliées à plat sur le dos. Les ailes antérieures sont simples et ovales, moins larges que les postérieures.
- les mâles de nombreuses espèces ont les ailes atrophiées, et ne peuvent donc voler
- les pattes sont toutes du même type, terminées par un tarse à trois articles
- les larves sont dépourvues de branchies, l'oxygène diffusant à travers le corps, accessoirement à l'aide de petites touffes de poils
- toutes les larves commencent leur développement par un régime brouteur-racleur de biofilm et d'algues. Puis, en grandissant certaines acquièrent un régime détrivore et se nourrissent notamment des litières issues de la végétation des berges des cours d'eau. D'autres familles, notamment celles issues des espèces de grande taille, deviennent par la suite uniquement prédatrices.
- les mues du cycle larvaire se succèdent généralement sur une durée d'un an, mais jusqu'à trois ans pour certaines espèces
La détermination des sous-ordres, genres et espèces nécessite généralement l'observation des organes copulateurs. Pour cette raison, les naturalistes les conservent dans de l'alcool quand cela est nécessaire.
Alimentation
L'adulte mange des algues, fragments de lichens ou pollens. Certaines espèces semblent ne pas se nourrir, consacrant leur brève vie d'adulte à la reproduction. Les femelles vivent généralement 2 à 3 semaines, et les mâles une semaine de moins.
Reproduction
Au printemps mâles et femelles s'accouplent. La femelle immerge ses œufs agglomérés en petits paquets dans une eau bien oxygénée. Les larves se développent dans l'eau durant une à plusieurs années, avec un cycle de 20 à 30 mues avant de stade final qui sera aérien.
Menaces
Ce sont des espèces qui souvent tendent à régresser et qui ont localement disparu, en raison probablement de la pollution croissante des cours d'eau. Certaines espèces semblent ne pas voler sur de grandes distances, ce qui ne facilite pas la recolonisation d'un milieu après une pollution, surtout lorsque leurs corridors biologiques ont disparu. L'inventaire des plécoptères de France est en cours par le groupe groupe Benthos de l'OPIE. Sur plus de 500 espèces connues en Europe, 175 ont été identifiées en France (parmi 26 genres). Beaucoup d'espèces ont été nouvellement décrites depuis les années 1970 en Europe, dont en France.
Classification
Les 3 000 espèces (300 genres) sont classées en deux sous-ordres.
- Antarctoperlaria
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- Eusthenioidea
- Gripopterygoidea
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)
Amphinemura sulcicollis, une espèce de la famille des Nemouridae.
- Arctoperlaria
- non classées
On trouve en Europe les familles suivantes : Taeniopterygidae, Nemouridae, Capniidae, Leuctridae, Pteronarcyidae, Styloperlidae, Peltoperlidae, Perlodidae, Perlidae et Chloroperlidae.
Images
Protonemura Kempny. Position caractéristique des ailes, sur un abdomen aplati
Face ventrale
Détail des ailes
Larve aquatique