Holometabola
![Description de cette image, également commentée ci-après](data:image/png;base64,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)
Rosalie des Alpes (Rosalia alpina)
Super-ordre
Holometabola
Sharp, 1898
Synonymes
Endopterygota
Ordres de rang inférieur
Caractéristiques
Le développement des insectes holométaboles se caractérise par ce que l'on appelle une métamorphose complète, qui passe par quatre stades :
La larve d'une espèce holométabole diffère radicalement de l'adulte (chenille/papillon, asticot/mouche…). Elle est dépourvue d'ailes (endoptérygote) et ne fait que grandir, sans changement de forme. Au dernier stade larvaire, elle s'immobilise et se protège en général (chrysalide, pupe…) ; c'est le stade nymphal, préparatoire de la métamorphose en adulte.
Phylogénie
Phylogénie des ordres actuels d'insectes holométaboles, d'après Peters et al., 2014 et Misof et al., 2014:
Influence de l'environnement larvaire sur le développement
Beaucoup d'holométaboles adultes, en raison de leur cycle de vie complexe, ont une niche écologique très différente de celle qu'occupaient leurs larves (moment de formation du microbiote), c'est le cas par exemple des moustiques à larves aquatiques, dont les adultes femelles iront faire un repas de sang chez divers animaux ou dans les habitations humaines.
Certains holométaboles se reproduisant en grand nombre et rapidement (moustiques par exemple) évoluent néanmoins rapidement pour s'adapter à leur environnement et il existe un lien important et fonctionnel entre l'écologie des larves, les microbes et conditions environnementales auxquelles elles sont exposées et la variation phénotypique d'insectes holometaboliques vecteurs de maladies zoonotiques. Certains moustiques, ou les puces se sont ainsi rapidement adaptés à plusieurs familles d'insecticides. Les conditions environnementales rencontrées par les larves lors de leur développement affecter les « traits » adultes. On a aussi récemment (2017) montré dans le cas du moustique Aedes aegypti que les communautés bactériennes propres aux sites de développement larvaire influent sur la capacité des vecteurs d'insectes à transmettre des agents pathogènes humains. Des larves expérimentalement exposées à différents isolats bactériens indigènes lors de leur développement donneront des adultes présentant des différences significatives de taux de pupaison et en termes de taille corporelle (mais non en termes de durée de vie, qui elle n'est pas affectée). L'exposition de larves de ce moustique à un isolat d'Enterobacteriaceae a entraîné chez les moustiques adultes une diminution de l'activité antibactérienne de l'hémolymphe et un titre réduit de propagation du virus de la dengue.