Abelia triflora, Abélie à trois fleurs, Abélie de l'Himalaya - Abelia triflora (latin)
Origines géographiques: Région de l'Himalaya.
Dimensions adultes: Hauteur jusqu'à 4 mètres, largeur jusqu'à 3 mètres.
Feuillage: Caduc.
Type de sol: Frais et bien drainé, plutôt calcaire.
Climat: Rustique jusqu'à -20°C.
Exposition: Pleine lumière, à l'abri des vents froids.
Propriétés et emplois:
L'Abelia triflora possède une magnifique floraison au parfum intense en mai-juin. Il supportera aussi bien le froid que la sécheresse une fois bien installé.
L'Abelia triflora est un peu plus grand que le grandiflora, mais on l'utilisera en massif plutôt qu'en haie, car il possède un feuillage caduc.
Abelia triflora est un arbuste.
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)
Dénomination
Abelia triflora était décrit et dénommé par Robert Brown en 1829.
Taxonomie
Abelia triflora est une espèce dans le genre Abelia qui contient environ de 39 à 45 espèces et fait partie de la famille des Caprifoliaceae (Caprifoliacées). L'espèce type du genre est Abelia chinensis.
Description
Stature
Ces arbustes peuvent atteindre une hauteur de 4,5 à 5 mètres.
Bois et Écorce
Feuilles
Abelia triflora est une plante à feuilles caduques. Elle présente des feuilles vertes, simples et opposées. Elles sont ovales, pétiolées avec un bord entier, à nervure arquée.
Fleurs et Fruits
La floraison de Abelia triflora a lieu de juin à juillet. Les plantes présentent des fleurs de couleur blanche qui s'organisent en touffe.
Les arbustes produisent des drupes.
Distribution
Abelia triflora provient du Nord-Ouest de l'Himalaya.
Culture
Les arbustes poussent sur des sols humides et préfèrent une exposition ensoleillée. Le substrat doit être limono-sableux ou limono-graveleux. Ils supportent des températures jusqu'á -12°C (USDA zone 8).