Abies nordmanniana – Sapin de normann
(Pinaceae)
Abies nordmanniana
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)
Sapins de Nordmann cultivés
pour la production d'arbres de Noël
Nom binominal
Abies nordmanniana
(Steven) Spach, 1841
Classification phylogénétique
Statut de conservation UICN
![( LC )](data:image/png;base64,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)
LC : Préoccupation mineure
Le sapin de Nordmann ou sapin du Caucase (Abies nordmanniana), parfois appelé sapin de Crimée est un arbre de la famille des Pinacées originaire du Caucase. Espèce sciaphile
Son nom spécifique rappelle celui d'Alexander von Nordmann, botaniste suédophone finlandais, sujet de l'Empire russe, qui découvrit cet arbre dans le Caucase (dans l'actuelle Géorgie) alors qu'il enseignait l'histoire naturelle à Odessa (aujourd'hui en Ukraine).
![https://upload.wikimedia.org/wikipedia/commons/thumb/9/92/Abies_nordmanniana.jpg/170px-Abies_nordmanniana.jpg](data:image/png;base64,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)
Rameaux et aiguilles
Le sapin de Nordmann est un grand arbre, au tronc droit et aux branches basses très étalées, pouvant atteindre plus de 60 mètres de haut à l'état naturel. Le diamètre du tronc peut atteindre 2 mètres. En culture, il ne dépasse généralement pas les 30 mètres de haut. Sa croissance est très lente. Son écorce est gris brun et lisse. Elle se ride sur les arbres âgés.
C'est une espèce très proche du sapin pectiné dont elle ne diffère que par quelques caractères secondaires :
- Les feuilles en forme d'aiguilles plates, vert foncé, brillantes, également marquées par deux bandes claires de stomates à leur face inférieure, sont un peu plus longues (2 à 3,5 cm de long pour 2 mm de large). Ces aiguilles ont leur extrémité tronquée.
- La forme arrondie des rameaux due à la disposition des aiguilles,
- Les cônes cylindriques, brun-rougeâtres, ont 10 à 20 cm de long sur 4 à 5 cm de diamètre, mais sont plus arrondis. Comme ceux du sapin pectiné, ils sont érigés et se désintègrent à maturité sur l'arbre en libérant les graines ailées, celles-ci étant également un peu plus grosses.
Caractéristiques
Distribution
Cette espèce est originaire des régions tempérées d'Asie occidentale : région du Caucase : Géorgie, Russie (Ciscaucasie), Arménie, ainsi qu'au sud et au nord de la mer Noire : Turquie, Crimée.
Le sapin de Nordmann croît dans des forêts de montagne à des altitudes comprises entre mille et deux mille mètres, sous un climat de type continental relativement humide (précipitations annuelles supérieures à 1000 mm). Il supporte les sols calcaires, ainsi que la sécheresse.
Il a été introduit en Europe depuis le milieu du XIXe. C'est Alexander von Nordmann qui en fit parvenir les premières graines en 1838.
Utilisation
![https://upload.wikimedia.org/wikipedia/commons/thumb/0/0d/Christmas_tree.jpg/200px-Christmas_tree.jpg](data:image/png;base64,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)
Sapin de Nordmann utilisé comme arbre de Noël
- Essence de reboisement employée pour sa rusticité : moindre sensibilité aux gelées printanières du fait de son développement tardif, résistance à la sécheresse.
- Arbre d'ornement apprécié dans les parcs publics et les grands jardins pour son port plus décoratif que celui du sapin pectiné.
- Cette espèce est de nos jours très utilisée pour la production de sapins de Noël car contrairement à l'épicéa, le sapin de Nordmann, exposé à la chaleur dans les logements, ne perd pas trop vite ses aiguilles. En outre celles-ci sont moins piquantes. Il est cependant moins odorant, ce qui pour certains peut être considéré comme un défaut.
- Bois : son bois blanc, relativement noueux, est utilisé dans le domaine de la construction ainsi que pour la production de pâte à papier.
Sous-espèces
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NSTdiysG7a/GjWXwt8tFBou41CQyatQVTuWIx2/rTcfx7cx8VtFlWJLPXpnjAyJFIGGHcEb9KTeCryQ+MPjKSW7ii4Iz/ACkLrJzPxPIBkYPkM9DWfxr4pvuIGGaNiq/ILaO4bB1sQWbI6ZIp2sMVl1p8Z37XXPmSNYPD9kCQuFTTg/qT61DinxddveNcQOtvCq6FjVycjOcn12xmnvawS8mYvxfxd7OUSX0vM1pOzocEYP3R5DONqjxjjPE+JA/N3kskQwoQbIdI64H5586TnnIUZ7S+LmSOxLEavPAOw9qti4m8MjRmdlKkDCsV1Ebg7dwKi2+AooguMyNGCNYOoN1yxO+9ckvhFEBEyEPhSMHBwevuM07d0BY9yiPiQ5IABz+QqC3mZmQNgkH7xAzkHpn26+lQ50rYURvJwY5kZkEc0TooUhiSQRtg71O0K2scVrd2t0s8UKtqACq2IwSih8amwDsM++9cOt/qGnppSWbv9Kv3/QqsHecXQrAJGjjTUWZQpORnBz+LHYb7VQ3E2MzxLkuzZdum2f7Yrr09WOovdVftZKRVb3v/AE7mbYpqDY+9t0PrjNWLcukimNsMAPGBgggf8Vq2OitboC5j5ZRmwWQnYYPb3qVxxAm4Zi7h1Go42AGfu/nmiwoXN6yXCTKxIQAAAYOD1zVrcZVDpmnYSDqB0FNt9ENLuLMY3jc3EqptjP4kGCR067+lV2xTluIZojMrmIapVVtW3QE5PUDp6VzT8StLEk670yjTDW850iRTNDpypfSRnzz9a4Y8XFvpYmE5ByR9CPOpj4iM24roJu2LG5cQugZRy9W4OobbYHpS0vzLTwyBZmXSGEgGdWe2ema3Ul1EaQaRSizQugwC2G6Ht33qq6LxxclwwXOWc7fX671MZrixnJuI8qfBAckaSOxb/MdPOl7k6Yo2WRfEAVBO2TvVxdNX1EysTRaGZHbDHVnrjtv6CrVuvHEVwFbc9dsn+/6USt8iKZLmaPW+nWpcafJQB/XO1RaVpXjmgOiQHC569R4j+dNUsgN3kd38sBByydZDlMg4xnbPnVEhcR6wGIcYY5G3Yn69fzqIziM5FdK2ppAW0YUAnJfTsfr/AL1FSfmi6yM7Anr074/On+FsBVbaxlXmNaxK+TKzaMMB3OeuRS3FFubT4bktrW2u2tJEDSzcwlOuvOOhIOCK5teEZUpJc9e/8lLPI/ITfG3nurhp7pFUFpn1HVpGcdhnOKgjBrqVlc68lSSRgHH3R+orXQhHS01CKpJEkpWWLTMkg0IChQblSR1zVYnbnO7nQGUbgHYY/wCa2WVYzof5czs2V0P4gOw7Y+lRSQq5cP42Q5LdCR/Qihu8gVwSao4iFA6gEnOSOm9WQgyRqw0M34tY3Bok6GhLiPF0jtILyFbeWNm0jAw7DfC6NTDA9d9+lYv8funlZru1QyuVXW1tmY6c6fCfDsT1GDXmaanrRW9tNdsfPrRcYXk9Bwy9AV5AjREw6pCYhCWIIBwAd9s7nr+tXS3DiKMyZGhhpB/BgbZ99q38NpbF8+PsZ0WxXbNBGnLTEqs50A4JHXOK7LcFuRyyTCSAF7K3UKf8/atqpgRubxlUZLYgGhGJ6jy9cZ/WoiWeRYW5mpiAjIT94qaaikrYiUs6rdrEwAGQ0ni3Pr7jaqpXwjsGZoiweMt5g9D+f5VSTwBet4YXjc6CjA5YDGTnv+ddujAlvLLDLJzUkAwRsuoVKTTx1AkZpBqYvpXGl3xgZI2P59quismuVe61k6E8cecB0xv4j7dqncoZAUa4mITQVaJ2VginLEldON/X+lVW0nghEmvUg1YHUkN939TWlKsANIjm7fWuUkPgJAByBkfpt61yKFBcRqs620WdRkZCxYKegA6nfpWUtTbFtK8cL9hhc3HCWuEU8W5TFZFeO5hNv22Kk5BHrtWXczRWtlJE0l281xaYCBi2EJOjP4QuNOwx3rh8zU1vTPSqu+fumaKODUit0khzbS85jh5lu1aIsyjrGQNh2xkbVTO0QtgsccMMigyvGsTZO/8AMSc+f57Vfh56kpbcpLlX7Yz1XtghhpSS2l5YYIyks3fOMgf55UnvLaDGtSBpbIyG7nHqK9CMu4js7sTKviYlcFh309Me9EgllMUgkVdK6AzbaWI2z/nanaSGSUrGEaGTMr+JVVcj/UB+tcQJCNInYZOrGjPX3pKTfQaPCRJaw3MbXdtdxwIcgK2NbeWSPD7+lep4RecNQoiG8VptbR88nSTjwqh/MZ2yRuOlc83PmLNp5RuRiETW8skTx5UlpiCc9ipB+ntVc0gRHUuHgjOkMy/eAxufrV22c4zbRrAvMll1HYqc4Dntjfbbr/tVt9xJV+2calc6FQx6QQPxnHUjA38qlw3STG0cbiAVfs0iachTIunKqfNffv71bcRWZ4U0hVo4kZXjxtpPQgdf+cUqcWqFwUcMMMEUTyomblTrIXUwHmc9ulWW62rW8aJEZU3ILA4OdmGO2fzolKVt2BAWNuhKRtr0sdOV3UgbYHfG1Xo1jmRHUaArK5BOph/MfqNvLIpOc5cAWxG2e1e3BGOUDoXfoTvt0Pf/AGpThfGtM0+p2MSqXUFsaMDtVKDknYIVkvIgXhij1aYi+VXJXcbZ9quVmgikaDxq4V204DeWc+p3+hqqaw+o0B+YNgbqCOZlLHxKhOpvIHzqq8b7JrnlPgkO+tCNEg23Hl1pbobqUlfHKBlFpAl1xHnzcPMkz4aN5FJ2yMBc7Ab5H1q3hPBL1+A64LZTDNzMKCMmTmkDb2Brm8Rr6Xh16pf5KjXVm41lLNbQxi25IjL6XFuy5UgMgY53IOoZ/wBQAzisSeGSzllt5opCQgeONgRgb5279e9Z+F8ZDWk9NPK913/wS3bIWrtC7xMzFAoxrQgkDrjfHlVL3SRlNerOrRjY4A7gdO/Wu6tzbQELudLaRRAVMmACR0I7Dv5VIiFhcJqfS2xDEageoOarKVjIRJG7Oqa0eLI1u31zVcN00gZw6kFs+LfFVzyNCMXxK9zavZaGupiuiGTlq5O+2z529DuM1fwvhumx+Xna5jlKmNUY5iV9WWKYY5yPMbV58NDycRXW/nQbjtwbsDSwLHG8ykagFDZ1OdyQO+9L3V6LqLkXKFnZSQCdJUZ2G/7eldWJO0hNoqutUVrHrOIFUqzRnUWBII+u1ca4EsCWjluU0pyD5diPI/2q6umhV1LImlkhmto9RAXC9PEQc59j0pgXZaaC1nX7GVMSoTgP0zv2Ow6VEkm8c8hWTNluTzJpoiqEyME5fRQeg/QU3btpd5beQOY0YeEYwxO5yK0kqWQSKoLqJ4YHY4kjcqw6k6vIn885rUhEbyJdB2WdcoSx2kA3Pl6+dZzuLBoW4XIltMwURvO2RGHBGo9ceXQkA96jxi5ggmjghtokZY1E5AxqLAfsvltTpylyJC1oxjnWLQBPIGAZsHAztjtjp+gq2zlDj7RTFcKojdsADHbONhg1Mnm0wASuIlTXJaz8wLqOoONXQqD2alh8SX/DituL+C1tgfBHylRdtgx0jJPfOepOe9c+v4PR8TcpK/mOOf8A0bVlEXxPcW73M9vfytcFM4iTCDLfynIUYJGx79quXj9xdcKuXu+LxGYfaWiRMyCQhlBVlPUYzj2Ncup4DTXqULdr8vf7WWoJ9CF5E9nLGpuBdcblmaZ5La4LHSeiyFPDqzuACfKtFr7inzFnDPLNwaC5dIHl5TZOcDU2SGO5zgY60Lw+lqZ1O2Fw329/mQcEnTOXEXEeIxxNJxK6uozGS5lBZUmUtGwGMnogIwMkMMjvSd8qQXRtg87RGFWPMi0amxgnTv3H5V2aGrpxkvD6UUqXT7dCWksJmTPLzLnYZbOAQeo/vTkNxzAbd8LHp0q2N+nnXfKOEAwoAaIAq0UiaWUnBYjvtvnfpWZcTytMwjUFVOnIJHT2NTDPI0WcOt0tYEeNS0UMhlZHIdfLIXseg29KZs7mJg8cCPzl+0jZ2+8MbjrisWnmvuDyyPELqRFa4QqUkAZCNvFgb5x6EVWrySWkE8uoNDkls6yUPWrSSSYmhmO4N5YxxSF0Z2IUFQpI2P8AWovIjxgaftYDo6YwCPvMR+9KLrAX0OySqbKZYUeS4iAG3fO2R7dKa+daKJI30Hmv4GwMqwGD+u1RL188hYqXhuHBbTFNgGQfh2JG3kdhv70vDeapYuQoRDsSR4dPf9K0ptUxF9wr2ltKkf3idQBOSEB3BHTODn2pxZ+ZG0TO/wA1oY+I7Agdsd8bVnN7kpIORSwuJTNaFATLECNQXLDH4h5bVK7tzxEGWJi5iciQnJ1eR2HlgVTkoS3AIcSlGITEVVmJOpSdQwegB2xnO1aLtptzJIo+WnK+MDcZ+8fPORnyomuO46Nd+MDgiWXEbVZGntik7rCisqMHBUB8fZ7DUdySfLNJJxax4zzwJrh5YpUuZrho4Rg6mLfe3yS2MKSNhXkQhqQT1I9+t8Xjjvf+epUXUTLvYuIWFys8o+VXU4ty+kIxycbEHcdx2zSXCLduIWliEuoXgRlL2kxUOWLndAN2Gckk9M12x1Ft8xZvt9/jCNcnp7Xh94r3bEhbe2j5kkME6tKjjdslfCACD3J6ZpU8ZEmmW+a5lZotCyLEr6ASp1LzD4iNOMgAddzXFCH+4e+Kyurtf+18Ykry0V2lxw+KyGXvkRGaRC8iOqSMR4tI6k9yewNLyWzRzwyqv2jHx6XOz5ySNumf3r0PDb4N+Ykr7L9xK3dit+8KSTMEKyB85U7Mf7dKp4ZKI2VioPi0k56DvtXck3DI0aJaJYXiklV0jwysACeuMdev9qWAuNTiB7iNAcDRKVDbDxYHnWOH+Lj3HFFEkkLxJHBNcLIZMyTRTFlkYjIOkjr3IHtViM0d8DOgjDlVDRRaAWx1z0J77eZrLTi1+J5f2/QXBKSKKe3QW+G5ZIViNn9Cf+Ooqm0lY8PmjjYjSQFwN/YflWttqpdAKzcOb1SQ+EPgD5OcdQM00FL2k7QIBhcAIdWsdfc4olUaYqK3le1ZpZZBraMJqTLFc+Q7ZHemkJa0gR9TpICpd01BW7HPTOBUyqk0BC+l0RALsGI1KW2B6hgfXGfc1mrLiJnwp1ZRWO3f8P8AvWmmvSNI17W8WaCRpQrPoDrqP3gBjf6ZHWleGvGs+tnI+64UAgZ226/tmoUWlJCWB2+u3tblJYkZdbqdWTgdMZPX0qqKIJcyRxu6ZbWuThcZyPF1ODnaoWI/OgC0ol4hOZLeyldCdKuICY1I3O46dc/WtGGL5jhyFWxJA2CWXAIwcjv6b0TkopJO69weDIluzePy3+2heUuyNsp8tumdgM0hdcGktrlTqSDWMrGpDOAO+cAA+1XtUJUupUXtN604dcXEElvZRXMywnXGFbOohCQSPPHXAOQMUrwT4kvnvoriVp0upMIJY8KugDBA8j02G229cM9DT1dytN/zyTt3dSq14215fRT8Q4pfR3Sj7HlBXSLIz4VzjB3B27960Z72W2v2gtZY7iCA60WWIZRjgkZ67+/pRLQju2SjUaw08/MsJJt+oy47gLHJILeFFZwwiAyoyTkDr+deitIEksbTXJETu0aSTcskA9d8A+Qz3FdGtPyUpO3+vQbwZbW9pBdTpd3WJY86YEgLht9stkDcHcjIqL2sRY8saHK64gNwwxqx+4rWGvKWapfXn39hWUXly8IQkDSw8IYYZD/neu2YQxHVqZtRz4ScH3rdqlaNImZwa4kktmi+XEqtJoLKz6iDgYGPLOev0Ir1tvP8pdHhtraXNvHq1K87htShfFnzAJ7dQa8nxUblt3e9dcdiNTtZ5yVyrty2VftmcGPcBc7Fem1Sui1vK00UjHnnIXOBqJ3xjbHpXpLomMhc2XKfwskjg/aa/ECCcAr3q605090kSJokRdBfXt02yKbkpRthyWNG03D4pZAzJBsydGZfMHuAe/vUrbna5IY9RjVw4OQ2Bv59/YVnaaafQk7cSxzXrLKDy3XURjG2PcfnWdcH5W7MPiLxHQATge/r1Fa6f9I0XQz6GDsWQsMa1Gdx1FXxRxLMVw6x4PgYZZh6AjIpO1wA05SS2ESxsUAIXC4GQe+PP+lJXVws1rGqs5mzoACnxA9R1336Z/Oogsgi+3a7sP8Ap4rq4txKMtPFIQTkY04zjY9fOtC7uhZcPNpJHBcXgXwyRyvcNFvuGOygnzBOB+VcutCO9ShhvLaS6dG+nbuO+ncQjvuFWEZT+FWVwSoHzNy0uqU4/AMgIATjOD0rblHw3ecYWZ7ppgpXFlHBI8TnTvgjBCg9iRny61z6kvFxb1INytPslHjj6e93knPJy74zweNI7tLDhUEEMulYoxIXG2okx57HABJxk1yLiHCWt4YYobyOxVzKbG3kXko2Bhyz5IZ9iUB2Ax3rCGl4mrcr/wDrv3x+XuEVKskzxK3Pw6i8PhkggyJHtHttUIXJAVnwMAnzJxnqOlUC2+F7eWOYycRjluQsosUbIYNjIDDde+Ad8DcipgvEad+XTbbu3a+v19hJS+ov89w21Cmz+F5ZYkY6ZLyR2UYOScDc498Vct/a3ZE9rb8PDSSAhVhOoYBJG+4GM/lW+zWbUtTVb71SSHK++BC8QzTiLQ0YlVgilvuEb79ev9aStppxNDK0ShYJeUVIGQT+H2616kWnGm/nAxu4iW3kntEHNlU6wyjxY3wDkbnH0qnmzQMywRmRSc59cem1OEt2X1KiZfDbie0My2jyqGCjlh2WPmZGDqBGCMZB9Ke4m008NiyvJPKsfLZ28WCAN89qjy4x1FOvlA0rs5YOsiIJDy0icBG05UHGx7ZG2asRFgmlgky6ucBTkBc9x3G+wzVStNoTOyWz/J78tJFXlnWfF12PTbbz3pUlLQtp5jIpDEoDqx21Z6D9yKqMtyoBkXM78TMshESSJ0YjS2RvjoAetMcqOTlSJG5iyCnjOxHZsbb+W2c1nL0VtE8FVxcGQRqySJIoZNIXG2fL3q684ZbXJ5kb/bxuFuFUgA42bHl2/WluelTQLAlNayWDrq5JTVqhc4OrI+mR/Wq+Yut5ITqZR4sAIq+gBOfyreMt/qQ+ScEgNuSwRZEGQTIATvkHf69KhZoSslxzHjkQnlaRsTuTv7A0uLA0LdVW3S3vNeW8cZV1LHO+T71RIs9tc3MbqoikABUMNgQN8dqhNNtdBmHxm0kjnTW+t2jDBSMYG/61dJxO4gtDbcPNzb26za0Zn33TByR3IHalKKmlfA+UrNGOe44fwqyjtbw67q3eSVILErIATkgyHDNkZ3GQPXs7BxLhn8AEksANzGqrElspwJgfvSFv5lxnTsB+nFPTcvVDDvvfWv24SF1tEYeOTXloYZoubDzcfJQZwQd2ZgDqxnG2w6Zp/iMtxJcWYPDbeWwiUyJyl0xyA5xkYxrGOh7Gsp6MNJ1urn8+/wDH0FP60JTJxma2eaKyigfSyyRwsNaqAD9wk4GN9utK8GS65ZmMEzWrq2JFU76Rvpx+9dWlLQjpvbLPd/oJbVZ6FuDSRQiW9aUWU4zJpidwSoA0hgCMk9DgD1pSS7isnU3sDTQ3KA+KIK5A3DafwtgeuceVcq1n4h7dN19+q9unHVCdPC5Mi/nDXLzltPOIKmNQmnp27McDOKyJDFJK7nI1HI8YH9K9fRTjFGkTTHD7tLq5igs2likyV0kHw9TvTttwzid3w50HDZJFUgr4VDqc+RwRtXPPxGlFJynXBLa6lMfCLuZ2jPDb1XtvE6Mhx16ZJ6/SuS5vDDNIcmJ2V4m8JBztk53+tV5sZv0yTrt7haLua1xwu50KXZAW16T4QOvTouxrNtxKstuJ4WCOMRyOARnOc7jOAPKnCkmryCLAB8vMlxEDNCSWLZIY9wT0BxuPKr4L5LdYo7dFwF+1CtuDvv5dh0pyi5KrwA3cNi2i4iRCmljlyW1M2MAke2+1JcEeWNnWX7WKQ4dQP1Lbf1rNU4P8hDFzbtdRLbc6NpIZCdQIbwH1GcZx09KykYRfYy5V1JVy4GF79D138610pWtq+o12LoCttclriMFBvkbI+fLGx+nnWjbhuG8QLW8rQBSQCOuiQdV9cYH0qdX1XF5TXz9wZvcSv7VIbe+kt7ZJrZEkjZbkJLJbkacDPVge4Ug5OwAzSPE/iDgN/blE4XcWs1wCU5t0CkbZ33wPD6eteTp6WvcZac/w4drn6fqQk6wJ2g4TNJGl5fXDXUJ1w8m3WVXYfgw2zZOPTrU+HcS4Ve3893e2NvNdMxSGGdQsYbpkRoMMx226DyNdGr5802vTjFO3T9uL9x+qrRq8T4xwyXht6g4e0UhdbYPbuIYtek5g8OCQNt84qCcCtbWNeHzycEmkSCNWmkuNQVtZLctlGBjI3Oc9q4r1PDw2ttt5wreK5fzrQO4qrO8P+H7WwkvGtvitYZntnjZIotDyLkbL2K466iO2KZtvhixWzh+Qs50YMs4uLnKBsZ2DZ0jy1EEDJqNTx029zhsvnu+1Cc2+ERh+JlsIo7S6awkeOJeYbVGlYshIROZnBJAPWk7L4w4rfPPZWMCapUdlZY1DQ53PU4AyfXrnGaf/AB2nJPU1LS5z/H0Bwj+IQsuLXhup5bt1ELjLNc3BfmHsAVOR029qy2mlvbiSG6uJJ5LlQC75Iyo8O/XYDv616ehoQ05OUY9vi/QaStsrEDTWgTWxkLqpBUeHAwc7/SsuRPGdQyRsTr616GnLoaJnveGcce5RIYBf3Uy4hjaaRSMtkYdfujAUnJ32phG4zexzx8vh07McyG3u1SVD90HHQYx088mvnp6WnpN+Y6+ibS+pm6XJ5zic13YapnvJb2J3JhYXvNCsMHxFdsjbtjrVXDkcs8ayxjnDVok/CD3z3r1dNQWnujGr9q49hpKrRa0cFkrkGRomIPLdPCGBx26ZP71O7upLrhEdxE7BwcFdX3gMj6H98U/xNTl3Fzk5N9rJbz4jAkQrIcsC23TceX571l2gaSblGR523IVWwi6R6jf6VrF+kpDscU89mYLRp/mFKZSQDY7nyJp61gMVwYbuXnxTgkkksCpHXOwyD2rKc0k4pZBsuuLCRbiJoJI/ltOh0hH3nG3Tvt9KT4hYLc3DPGkiXMRXWI8YIzgbEbkZGT6VGnrZTX3EmRjktnEEjIrsuYmXOxGdsY/wVXxFlt0Rf+1mMOQCWU7rqB8snf2rRKW5JgL8PjZrRrp3VLlpNCSspZkHc46AYJ867Ckyrdx8PluLm4CGN7iRVMaoc6sO26jHcdaNRptp8D9jCW4aCdWd1ughwEYsVA7EHanU4hM9zDNZW8HD3tBrLxByS431kb4b2AGwq5aabtvHY0a6i4u5fmvmVXTMOjM2plIG5Oev1q+HjMaRQmawhlniDASMSASehKjY4zn1pS0dyVOhpG/8GcSe0mu0HDb67naMuskLaXQEdTkHII7elY3ELi5SdJXhuI7Z0ANsutIyANwNycbZOa5YaUVrybkndY7fOn3Mkkpcl8EzcVjESQqCWHhRF2XO+CMaRjqTke1HDmlilkNozBIwZDHKFlQoDjSGGTntt71rtVOEhtdGa9zNG9rIzRQmRQpUHDaQD4SPbJq6ayubuyEtpZSTSABw0UWcscBhkDGfumsdy06cpUrI4F7jSpinmSR86chMAhiMYOBv1z70lxDg0MlyWgbCEdWfGe+dlreGrLTp9PnuVHBKx4XMViuob+WKUthMKPDg43xjNN2nFpb6C/uJY4uZBHGqnGNgNwMYxkkmueajqPdVNUvzaHNKxDi0+WDFQQsmVRgCv3c7jG/WoL9tDzB4DGCNhnqQPp1NdkVUUxJGjeTtYszIA/NGvB7HSB/fpiu2irPa3LiOFUSNm0aMgjZsdfM5rFqobxJYKL1jDbztHhQpWQAdjnfB67/oKxrocmUgeJZYeYdQyVPXwntXRpcFo9AIREotyI2jmJGQmll2zsR/Ws+cmG4g0sdarpB6AY8h7D9ayg9z+pJv2r/KcB5yjUQygDPTI6+9XyM1xbcQKHlSW8epGA/06sY8q4mvU5e/8CrJiXyR20y8uNdJiFwV7E4O21UfEi8qcSZ8OVGkADOUB388Zx0rt023KNlDFxbLacNmWNmZbYpIFfcNlckfrjvU5r5rXhLyoGEjQI5KkL1JB6DyFZ/9lX3/AIE8mFe8MjXhlre62Mt0+4O4RT2GdyfWkLGNp7vkCWRFIIYqdyPKuqD3QtmidmnNY2r28lxycJAFkdQxLygsARqJ269cUjLJBKsdrHaRRJzGkDjd8EfdLdwKlOTfPAk2MWL26xpObSMiN9LIGOH275z71Y13JxiKZJUij5eCuhSAoJ6AA9e2Tnas3B7t7fAks7mzf4KZfmUSKQQPdMUleFAmoKhOMDtntS/EVXhHEoY7VVEblXK4wNh6edcsK85w7r9uCF+KidhdW9s8dueHWsstw0miaRSSi7HSR0atSO5kEGoBEAVFKRgqjKRnBXOPyFZ62m2/VJu/yFJdzOvLdYo2WMsCQJck53zjHtWoltbyorSwqWx2OOu/9a2nN+WpLktcWf/Z)
Abies nordmanniana subsp. bornmuelleriana au nord-est de la Turquie
- Abies nordmanniana (Steven) Spach subsp. equi-trojani (Asch. & Sint. ex Boiss.) Coode & Cullen. (synonymes : Abies bornmuelleriana Mattf., Abies equi-trojani (Asch. & Sint. ex Boiss.), le sapin de Turquie, originaire des côtes de la mer Noire en Turquie. Il se distingue par ses rameaux glabres.
- Abies nordmanniana (Steven) Spach subsp. nordmanniana, le sapin du Caucase, aux rameaux pubescents.
Espèces voisines
- Abies × insignis Carrière ex Bailly, croisement du sapin de Nordmann avec le Pinsapo (Abies pinsapo).
- Abies alba Mill., le sapin pectiné
Le Sapin de Nordmann est aussi appelé "Sapin du Caucase".
Il est originaire d'Asie Mineure et plus particulièrement du Caucase.
Il doit son nom au botaniste Alexander Von Nordmann qui le découvrit dans le Caucase.
Le sapin de Nordmann a été introduit en Europe vers 1850.
Il présente un port pyramidal avec des branches basses étalées et une flèche bien droite.
Son écorce est bien lisse et légèrement grisâtre.
Installé au jardin il est très ornemental avec ses aiguilles bien épaisses et brillantes présentant des reflets argentés sur l'envers.
Ses longs cônes, de forme cylindrique, mesurent environ 15 centimètres de long. D'abord verts ils prennent petit à petit une couleur brun violacé.
L'espèce type du sapin de Nordmann est utilisée depuis quelques années comme sapin de Noël.
Son essor est dû au fait que ses épines restent en place pendant un mois, lorsque le sapin est en intérieur. L'inconvénient que l'on peut lui trouver c'est son manque d'odeur.
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Sapin de Nordmann (Abies nordmanniana)Découvert par le botaniste
Alexander Von Nordmann, ce sapin a été introduit en Europe au XIXe siècle. Il prend doucement la place de l'Epicéa commun à Noël, grâce à ses aiguilles plus résistantes.
Localisation
Originaire du Caucase, où il pousse entre 400 et 2 000 m d’altitude, le Nordmann a été découvert par un botaniste finlandais, Alexander von Nordmann. Il fut introduit en Europe occidentale au XIXe siècle pour l’ornement des parcs et le reboisement.
Description
Atteignant 50 m, sa silhouette conique et dense se compose de rameaux dressés portant des aiguilles vert foncé, réparties en brosse. Elles ne se détachent pas, même sèches. Les cônes, gros et érigés, se trouvent en bout de branches de la cime et se désarticulent à maturité.
Plantation et entretien
Le Nordmann est peu exigeant quant au sol et au climat. Il ne craint ni le gel, ni la sécheresse estivale. Il préfère les sols profonds et redoute les terrains gorgés d’eau. Il est plutôt sensible à la pollution. Il demande peu d’entretien et ne se taille pas, au risque de dénaturer sa silhouette.
Usages et utilisations
En toute région, le Nordmann est une alternative aux autres espèces de sapins pour le reboisement et la production de bois pour les charpentes et la menuiserie. Cette essence est en passe de détrôner le traditionnel sapin de Noël (épicéa commun), en raison de ses aiguilles non piquantes qui ne tombent pas.
L'ABIES nordmanniana ou SAPIN DE NORDMANN est un conifère persistant, d'une hauteur adulte pouvant aller jusqu’à 30 m. C'est une très belle essence de parc formant un cône majestueux aux branches bien étalées à la base. Aiguilles vert sombre dessus, argentées au revers. Il préfère les sols profonds et s'utilise en isolé ou groupe. On l'utilise beaucoup comme sapin de Noël coupé car ses aiguilles restent sur les rameaux pendant une longue période sans tomber.
Le sapin de Nordmann ou sapin du Caucase (Abies nordmanniana), parfois appelé sapin de Crimée est un arbre de la famille des Pinacées originaire du Caucase. Son nom spécifique rappelle celui d'Alexander von Nordmann, botaniste suédophone finlandais, sujet de l'Empire russe, qui découvrit cet arbre dans le Caucase (dans l'actuelle Géorgie) alors qu'il enseignait l'histoire naturelle à Odessa (aujourd'hui en Ukraine).
Hauteur : 30 m.
Associations possibles : GINKGO biloba (ARBRE aux 40 écus), ARAUCARIA araucana (Désespoir du singe), ACER pseudoplatanus (ERABLE sycomore), BETULA pendula ou verrucosa (BOULEAU commun, PICEA abies (EPICEA COMMUN)
Port : pyramidal, flèche bien droite élancée puis tabulaire.
Feuillage : persistant, aiguilles vert sombre dessus, argentées au revers.
Utilisation : isolé ou en groupe.
Exposition : situation ensoleillée, mi-ombre, ombre.
Rusticité : très rustique aux maladies.
Sol : tous les sols mais préfère les sols profonds.
Entretien : arroser la première année d'avril à fin septembre tous les 8 à 15 jours suivant la pluviométrie.