Calosoma sycophanta
Calosoma sycophanta, le Grand calosome, Calosome doré ou Calosome sycophante, est un grand coléoptère européen (30 mm de long en moyenne, avec des variations de 25 à 35 mm), forestier, caractérisé par des reflets métalliques.
Il appartient au genre Calosoma, classé dans la famille des Carabidae, dans l'ordre des coléoptères.
C'est une espèce qui semble en régression, et localement rare (par exemple en Alsace) ou disparue, mais jugée utile pour la sylviculture, et pour la lutte contre les pullulations cycliques (3 ans en général) de la processionnaire du chêne ainsi que contre les invasions de chenilles processionnaires du pin (Thaumetopoea pityocampa, un Notodontidae), sources de soies très allergènes et dont les populations deviennent invasives dans plusieurs régions et tendent à remonter vers le nord.
Son nom de « sycophante » (du grec "sukophantês") lui a été attribué par Linné, peut-être en raison de sa capacité à détecter ses proies.
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)
Calosoma sycophanta
![https://upload.wikimedia.org/wikipedia/commons/thumb/2/28/Calosoma_sycophanta_larva_eats_Lymantria_dispar_larva.jpg/250px-Calosoma_sycophanta_larva_eats_Lymantria_dispar_larva.jpg](data:image/png;base64,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)
Larve en train de manger une jeune chenille de Lymantria dispar
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)
Pupe de Calosoma sycophanta
![https://upload.wikimedia.org/wikipedia/commons/thumb/a/ab/Euproctis_Chrysorrhoea_skin_rash_cutted.png/250px-Euproctis_Chrysorrhoea_skin_rash_cutted.png](data:image/png;base64,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)
Sa présence est un des moyens de limiter le risque de pullulation de certains papillons dont les larves libèrent dans l’air des poils urticants et/ou allergènes (ici : symptômes cutanés dus à Euproctis chrysorrhoea).
C’est une espèce prédatrice entomophage qui consomme un grand nombre de chenilles, y compris de chenilles protégées par des poils urticants ou d'autres systèmes de défense, (Lymantriidae et Processionnaires notamment), souvent délaissées par les oiseaux ou d'autres prédateurs.
C. sycophanta joue à ce titre un important rôle de régulation dans l’écosystème forestier. C’est notamment un prédateur réputé du papillon Lymantria dispar qui en l'absence de prédateur peut parfois pulluler.
Calosoma sycophanta
![Description de cette image, également commentée ci-après](data:image/png;base64,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)
Calosome sycophante
Nom binominal
Calosoma sycophanta
Description
C'est le plus vivement coloré des calosomes actuellement connus. Sa carapace de chitine polarise la lumière. Ses couleurs métalliques sont très caractéristiques, très brillantes, bleutées sur le scutum, et aux nuances irisées qui changent (vertes, bleues, bronzées, cuivrées, dorées à noires) selon l'orientation et la qualité de la lumière.
Habitat et répartition
Calosoma sycophanta est un insecte prédateur des forêts anciennes ou mûres, eurasiatiques et d'Afrique du Nord (Delassus, 19254) où certaines de ses populations ont été renforcées. On le trouve actuellement en Europe occidentale en Belgique, en Allemagne et dans les forêts d'Europe de l'Est, mais souvent assez localement.
Sa niche écologique est associée à la strate herbacée des milieux strictement forestiers, aux troncs d'arbres qu'il escalade pour se nourrir et à la strate buissonnante. On le trouve aussi parfois dans le bois-mort.
Bien que pouvant être aperçue de jour, l'espèce (larves surtout) est lucifuge. Les calosomes se cachent sous les feuilles mortes, dans les mousses ou le bois mort le jour, et chassent de nuit.
C. sycophanta a été introduit ou réintroduit dans certaines îles (pour protéger les suberaies de Corse par exemple en France) pour lutter contre certaines espèces envahissantes causant des dégâts dans les forêts cultivées ; il a été introduit aux États-Unis où on l'a considéré comme acclimaté à partir de 1929 (Balachowski, 1951).
Autour de Porto-Vecchio, il a été utilisé dans la lutte biologique contre Lymantria dispar dont les pullulations (de 3 à 4 ans) cycliques (tous les 8 à 10 ans, dont notamment en 1953, en 1962 et 1970 produisaient d'importants dégâts avec des gradations d’une durée de 3 à 4 ans (DAJOZ, 1980). Pour établir l’équilibre naturel, le bureau U.S. Bureau of Entomology d’Amérique introduit tous les parasites connu de Lymantria dispar dont notre Calosoma sycophanta, qui fut définitivement acclimaté en 1929 (BALACHOWSKY, 1951).
Alimentation
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)
C. sycophanta (Hérault, France)
C. sycophanta est réputé à l’état adulte très efficace contre les chenilles ou chrysalides de L. dispar. Sa larve est également un prédateur très actif. Les larves de 1er et 2e stades de C. sycophanta recherchent et mangent avec voracité les chrysalides de L. dispar, alors que les larves de 3e stade s’attaquent plutôt aux chenilles.
À titre d'exemple, au début des années 1980, une expérience a consisté à étudier la prédation par des larves de Calosoma disposées près d'arbres autour desquels on avait enroulé des bandes de toiles de jutes sur lesquelles étaient accrochées des pupes de L. dispar (près du niveau du sol). Les larves de calosomes ont mangé 70 % des pupes qui leur étaient ainsi proposées. Les auteurs de cette expérience ont conclu qu'un petit nombre de ces coléoptères adultes pourraient jouer un rôle substantiel dans le contrôle des débuts de pullulations de L. dispar.
Peu après, les entomologistes ont montré que les larves de C. sycophanta préfèrent toujours manger les pupes femelles que les pupes mâles de L dispar (peut-être pour des raisons de repérage phéromonal), ce qui renforce l'importance de ce coléoptère en matière de contrôle biologique et d'équilibre écologique ;
C. sycophanta tue une moyenne de 5.76 chenilles par jour, soit environ une centaine de chenilles en une saison.
La descendance d'une femelle de calosome peut détruire en une année la descendance d’une vingtaine de femelles de Lymantria dispar (DAJOZ, 1980). Les adultes de Calosoma sycophanta peuvent rester en diapause plusieurs années (LEONARD, 19744). Un adulte pourrait se déplacer au vol sur plusieurs kilomètres à la recherche de ses proies. Un imago ayant une durée d’activité de 50 jours par an peut dévorer 235 à 336 chenilles ou chrysalides de Lymantria dispar (DAJOZ, 1980). Selon KHOUS M.G. (1988), C. sycophanta mange intégralement 3.82 chenilles par jour en moyenne, mais en tue près du double, 5.76 chenilles par jour) ; lors de l'une de ses expériences, le calosome a tué 197.7 chenilles dont 130.5 furent mangées et 67.2 mortellement blessées (KHOUS M.G., 1993).
Georges Cappa et Corinne Lesimple le présentent comme le « consommateur des consommateurs du chêne liège » dont il parcourt les troncs à la recherche les larves et chenilles du Bombyx cul-brun, des processionnaires du chêne (qui attaquent aussi le charme, le bouleau et d'autres feuillus jouxtant les chênes lors de fortes pullulations), du bombyx livré et surtout du bombyx disparate qui semble sa proie préférée.
Son efficacité est limitée quand il est introduit dans un milieu où les populations importantes de ses proies sont déjà en train de pulluler, peut-être parce qu'il ne pond que peu d’œufs, mais sa présence en début d’infestation semble pouvoir fortement limiter le risque d'une invasion biologique. Après une réintroduction autour de Porto-Vechio, il aurait même - selon K Tayeb - éradiqué l'un des pires prédateurs des suberaies corses.
Reproduction
Comme chez de nombreux prédateurs, le taux de reproduction est faible, ce qui renforce la vulnérabilité de l'espèce. Selon DUSSAUSSOY (1963), la femelle une fois fécondée pond 15 œufs puis meurt. Néanmoins, sa fécondité semble pourvoir augmenter ou être suffisante pour que ses populations s'accroissent après des pullulations de ses espèces-proies. Ainsi les invasions de « Bombyx disparates » qui ont touché la région de Montpellier en 2005, ont été suivies dès mai-juin 2006 d'une forte augmentation des populations de Calomas sycophantes.
C'est une espèce qui a fait l'objet d'élevages en captivité à fins d'introduction, de réintroduction ou de confortement de population ou d'étude.
Vol et capacités de dispersion, limités par la fragmentation forestière
C'est une espèce forestière très agile. Ses déplacements pourraient sembler a priori localement actifs et longs sous la canopée. Sa capacité de déplacement était inconnue jusqu'à ce qu'en Amérique du Nord on ait cherché - au début du XXe siècle - à introduire cette espèce et à en favoriser la colonisation de forêts touchées par des pullulations de chenilles tordeuses ou défoliatrices. Dans ce cadre, les forestiers avaient besoin d'informations sur les capacités de dispersion annuelle de l'espèce.
Des entomologistes tels que Burgess en 1911, et lui-même avec Collins en 1915 et 1917 ont alors publié les résultats d'expériences et d'observations sur les capacités de dispersion des larves et adultes de C. sycophanta. Ils ont notamment (en 1915) démontré que de jeunes larves lâchées en laboratoire sur une feuille de papier pouvaient théoriquement parcourir jusqu'à 1,7 miles dans des conditions d’alimentation et thermohygrométriques favorable. Néanmoins, les techniques de capture/recapture d'individus adultes marqués ont montré que dans la nature, les individus recapturés le sont presque toujours près du piège où ils ont été antérieurement capturés. Leur pouvoir réel de dispersion semble donc très limité, comme pour de nombreux autres coléoptères forestiers qui ne traversent presque jamais des ruptures de continuums forestiers tels que les routes. Quelques autres coléoptères prédateurs forestiers (tel Abax ater) se sont montrés capables d'utiliser les réseaux de haies pour se déplacer dans les paysages prairiaux et bocagers, mais cette capacité n'a pas été démontrée pour Calosoma sycophanta qui semble très dépendant des habitats de « cœur de forêt » et très vulnérable à la fragmentation des forêts.
Lutte intégrée
Cette espèce dont les qualités de prédateur entomophage étaient reconnues a été importée dès 1905 en Nouvelle-Angleterre (2.364 coléoptères adultes importés d’Europe, de 1905 à 19109) pour contrôler certaines pullulations de Lymantria dispar et de Nygmia phaeorrhoea. Il s'est assez rapidement dispersé en formant de nouvelles populations autour des endroits où il a été relâché en Nouvelle-Angleterre.
Des introductions faites dans le même objectif de lutte biologique contre Lymantria dispar ont également été scientifiquement testées dans le Connecticut en 1988 et 1989. On a en 1975 testé l’hypothèse qu’il puisse aussi limiter les pullulations de Lymantria en contribuant à diffuser un virus qui les tue (le NPV, pour nuclear-polyhedrosis virus).
État, pression, menaces...
Bien que cette espèce ait été très étudiée au début du XXe siècle, et bien qu'elle soit reconnue comme particulièrement « utile » pour les services écosystémiques qu'elle rend et pour son utilité auprès des sylviculteurs et des producteurs de liège, ou pour lutter contre des chenilles responsables d'allergies, l'état de ses populations et de sa génétique semblent très mal connus. On admet simplement qu'elle a globalement régressé et localement disparu.