Abies densa
(Pinaceae)
Abies densa, espèce communément connue sous le nom de sapin du Bhoutan est un conifère de la famille des Pinaceae. Elle est parfois classée comme une variété de Abies spectabilis (sapin de l'Himalaya oriental). L'espèce se trouve au Bhoutan, en Chine, en Inde et au Népal. Elle n'est pas considérée comme une espèce menacée par l'UICN.
Abies densa
![Description de cette image, également commentée 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)
Abies spectabilis var. densa
Nom binominal
Abies densa
![( LC)](data:image/png;base64,R0lGODlh9ABBAHcAMSH+GlNvZnR3YXJlOiBNaWNyb3NvZnQgT2ZmaWNlACH5BAEAAAAALAcABQDrADcAhwAAAAAAAAAAMwAAZgAAmQAAzAAA/wAzAAAzMwAzZgAzmQAzzAAz/wBmAABmMwBmZgBmmQBmzABm/wCZAACZMwCZZgCZmQCZzACZ/wDMAADMMwDMZgDMmQDMzADM/wD/AAD/MwD/ZgD/mQD/zAD//zMAADMAMzMAZjMAmTMAzDMA/zMzADMzMzMzZjMzmTMzzDMz/zNmADNmMzNmZjNmmTNmzDNm/zOZADOZMzOZZjOZmTOZzDOZ/zPMADPMMzPMZjPMmTPMzDPM/zP/ADP/MzP/ZjP/mTP/zDP//2YAAGYAM2YAZmYAmWYAzGYA/2YzAGYzM2YzZmYzmWYzzGYz/2ZmAGZmM2ZmZmZmmWZmzGZm/2aZAGaZM2aZZmaZmWaZzGaZ/2bMAGbMM2bMZmbMmWbMzGbM/2b/AGb/M2b/Zmb/mWb/zGb//5kAAJkAM5kAZpkAmZkAzJkA/5kzAJkzM5kzZpkzmZkzzJkz/5lmAJlmM5lmZplmmZlmzJlm/5mZAJmZM5mZZpmZmZmZzJmZ/5nMAJnMM5nMZpnMmZnMzJnM/5n/AJn/M5n/Zpn/mZn/zJn//8wAAMwAM8wAZswAmcwAzMwA/8wzAMwzM8wzZswzmcwzzMwz/8xmAMxmM8xmZsxmmcxmzMxm/8yZAMyZM8yZZsyZmcyZzMyZ/8zMAMzMM8zMZszMmczMzMzM/8z/AMz/M8z/Zsz/mcz/zMz///8AAP8AM/8AZv8Amf8AzP8A//8zAP8zM/8zZv8zmf8zzP8z//9mAP9mM/9mZv9mmf9mzP9m//+ZAP+ZM/+ZZv+Zmf+ZzP+Z///MAP/MM//MZv/Mmf/MzP/M////AP//M///Zv//mf//zP///wECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwECAwj/AAEIHEiwoMGDCBMqXMiwocOHECNKnHiQBcWLGDNq3Mixo8eBLEJaVDjyo8mTKFOq9BhAYMiVMGPKnEmzYMmRFl8CEEmQJ0idO3XedOmzptGjSB0O3dkTpEuiT3uWZBpVaNKrWLGKtPrT59KpVJ1WFTswANisaNNyPDu1pU2xYOPCJUtXrd27Etm+pYoTp82pfaGGxUs449mjeqUCBhr0ptCtRIFu5YrwcNTCf39ivms54eHEeTdnFiy6dMXTivt+DRq5s13JjocyLhq5q+nUjecyfjj58uqwfm/nZBqcb13ggI9vfjwWeOi9jbn+Nj28KmTnrev2vo3deHfeBpcS/3Q7vXTOkeTDz/UNnftlt97Fg4cunf1g0XJZN20Ou7J78cHJp9R1XklmH22Y5ZfbgS8ttph73QW4HoQUVmjhhRhmaJiGHGpVk2sdkrRbiPORWNhkIJoYXooqLiQUeTjB6JKMO5nllY0vCsYCjTvqSOOJ8MXE4ocoFmnkkUb+heSSTF7H2YevNSllkvcpOeWV26U1ZIv6jXihal4itaWKYbY4JpdopqnmmmyidYUgAgkC50ZvxjmnRnUCICdHee5J55x+bgTonXgKNMMMKr3ZCjaMNopNoBFdoaejjcopKUWCUMpoK4JcOlGmizraSiueSiTIqJSOWqpEqIpKKkYzPP8g6wMIyHroR5lqmiqhDoWq66a8NuTrr4+ySmylpg6rK6S9HosNpxLFOuu00yIqqLOOBptQrtgW6xC32GqL0BXdbgqRssS2cm650Dp0BbXwVpvRqeUiyxC43YprUL3ANsTvs/oShK6zAQ808LEFDxTvwrZihG+5qxr0cL4LkfuvtwlZ/K+6Cl1x8LEcL3RxyArBW6vJ0140cbckH3SxvQh9TLBCMiOs0MrYtrzvy+0ixPDPskYs7Mvmxkz0s9sejY1CSgstUM02I4RzuAlJCzTDEymt80BKL2300UkfLe7UOQtNNrZCW331wtY+xK0gO271KAsWwz2s1IxeEZKNcrL/AKreodLNqLiU6k13roLYqDe4hFeKo+CtBJBrK3432rPAjvsKNzYhVcqC5geBG1Komxu+FegGvTtrpvGG2koisp7s9Lia+y2nnHl/TrnGgx8UuO1yjlo55ZBXjrTEjoZkaeVw3w64o6FnCzzucH/OqPG9FwTu7o0KrrfnqBc0rN516973m/RmX5Dai8K7aCJevE8tROnP/fDuo1OqbajfF87C3MVzXfQGhz2Pzc1zGrtcnKSnKeL9j3swGwjvOGfA5mGjf3MLnwQpJRJQ/a97Ezze+qaVCGxQywvYgJ2sWuGF+UFEVHR705s8hz3Luex6MVTUBf93hTd97nl5M4iv/zDoqMVxCohB3FnuZDhDuC2Oc4y7Ifh2mLspqg9zjeoh4OwGwgZGjFqLUhsKW8iw2UkRgFrUWPXQtTX+0S2Gi7Kb3yjXqQ8CDHm5Q1f1RKIsbUlPi8P74edq6EcYkst4GORi0QrCQY8dzo6cg2QWDTKDkz2ghLGTVQnJaEl5uUt6bJSb/nx3vRDib1Fv5NbWuIVEetmNeMoaIAH7qLtUZguPRfSb9ag4ywgarIjkcuIuKdjAg7DPhNMa46y8oAMXPqR2D9ui4G6JRyJ2r3MAfJssnbgp5n1wd77aGu82l6oPVm+cqWugSLKISEjuL3kWW2cXU2VMEiJzVjpglK2e5f/JZ1oORZyaJhK9dkMUWYx8BHQnQnL5xg8C0YKLFB87J5PB3IFLaOhS3j+3EkVcXtBisJwnNUc4q1DRglFleAAKn8WoZs6qbQ+xXKec96j6GbBRCRmcpYIHLFaCK6fZ6lSrSCVTbZJyU+ibad5kqkGCPIynQb1pvzxaP04FVVPaUp2sdAC/rsYKATqIHzMz+QAzhg5qxNIXWn+1tQUSTYEDOVvUzngxtR6trQBQ29r6Sb+36qt+/wrYWosZtpHd7GizC2G9zKjXvT4Apg+RKr8KJlesLqSy9Dzsyy47WOgtpLM4ZYhj+Ropw1YMtK9iyMXMKpDVDm2yr61XwgRCrU6GzqqT8xrsbJ9WL7x61Fm+1R5sGwLYmTWrXLvNq2Mhe5FWpSu5carZqCJS3AYGV5bpYq1w0UZdikHkUEC7VUdwpytOQTeu1QXYee10MGa5CwDODWpzBwZXt9F3vQRhGHPHC6dTaZe4kvIvRzqlp/p+6lIGNhWCATWvBccpI1ewVoQF8t+DBAQAOw==)
LC : Préoccupation mineure
Description
Il peut mesurer jusqu'à 30-40 m (voir parfois 60 m) avec un tronc atteignant parfois 2,5 m. Ses aiguilles mesurent jusqu'à 4,5 cm de long. Les cônes sont généralement de couleur pourpre foncé et font 9-10 cm de long et 4 cm de large.
Répartition et habitat
Il s'agit d'un conifère dominant dans la ceinture de conifères supérieure de l'Himalaya centrale et orientale allant du Sikkim, Bhoutan et du Tibet jusqu'à la Birmanie adjacente. Il se trouve à des altitudes comprises entre 2800 et 3700 m.
Synonymes
Abies spectabilis var. densa, sapin du Bhoutan, sapin subalpin de l'Himalaya.
Gobria, gobra salla (au Népal), dunshing (au Bhoutan), sapin du Sikkim (à l'ouest)
Notes taxonomiques
Parfois appelé A. spectabilis var. densa Silba 1984 et également similaire à A. delavayi, mais Farjon ( 2010 ) la considère comme constamment différente en morphologie, et elle a aussi une distribution distincte. Rushforth (2009) a décrit A. fordei du bassin versant de Yarlung Zangbo au Tibet; il est presque identique à l'exception des marges d'aiguille non-révolutionnaires, et est traité comme un synonyme par Farjon ( 2010 ), bien qu'il puisse justifier une description infraspécifique.
La description
Arbres de 60 m de haut et 250 cm de dhp, généralement avec un seul tronc droit et une couronne pyramidale ou colonnaire qui s'aplatit avec l'âge. Écorce écailleuse, grise, devenant fissurée et grossièrement lamellaire avec l'âge. Rameaux de rameaux épais, rameaux latéraux plus fins, jaunes à brun-rouge, grisonnants avec l'âge, striés et cannelés, lisses ou légèrement pubescents dans les rainures. Feuilles d'ombre feuillées ± pectinées, (1.5-) 2-4 (-5) cm × 1.5-2.5 mm, linéaires, aplaties, les marges légèrement tournantes, les stomates en deux bandes sur la face inférieure. Cônes de pollen latéraux sur la tige, 2-4,5 cm de long, jaunes avec des microsporophylles violet-bleu. Cônes de graines latéraux, dressés, sessiles, cylindriques, de 8-12 × 4-5,5 cm, violet-bleu à maturité très violet foncé, bruns à déhiscence. Échelle de graines 1,5-2 × 2-2,5 cm, lisse ou légèrement striée. Bractées de 2-2,5 cm, légèrement ou non exsertes. Farjon).
Distribution et écologie
Himalaya: E Népal; Le Bhoutan; Inde: Assam, Sikkim; Tibet. En général, A. spectabilis se rencontre à l'ouest et A. delavayi à l'est. A. densa se rencontre dans la forêt nuageuse à une altitude de 2 450 à 4 000 m. Le climat est celui de la mousson, avec des précipitations annuelles de plus de 2 000 mm, avec des étés chauds et humides et des hivers froids et neigeux. Se produit à partir de forêts mixtes de feuillus et de conifères jusqu'à la limite des forêts alpines. Aux altitudes plus basses, les associés communs incluent Acer caudatum, A. pectinatum, Prunus spp. Sorbus spp., Et Rhododendronspp. Au-dessus d'environ 3 000 m d'altitude, les codominants comprennent Picea spinulosa et Tsuga dumosa, tandis qu'à la ligne des bois, il peut être trouvé avec Larix griffithiana, Juniperus squamata et Betula utilis (Farjon 2010 ). Hardy à la zone 8 (limite de rusticité comprise entre -12,1 ° C et -6,7 ° C) (Bannister et Neuner 2001).
Grand arbre
Bien que ce soit évidemment l'une des plus grandes espèces d’Abies, je n'ai pas de données sur des spécimens particuliers.
Plus ancien
Dendrochronologie
Ethnobotanique
Dans son aire de répartition, il s'agit d'une espèce de bois importante, utilisée pour la construction de bâtiments ( Farjon 2010 ). C'est un ornement saisissant, mais rarement vu.
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)