A. colimensis Rushforth et Narave 1989.
Rushforth (1989) a trouvé une population similaire sur le Nevada de Colima dans l'ouest de Jalisco. Les arbres récemment décrits sont apparentés à A. religiosa, mais il les a décrits comme une nouvelle espèce, A. colimensis Rushforth. Je ne sais pas si ce taxon a encore été largement accepté.
La description
Arbres de 40 (-60) m de haut et 200 cm de dhp avec un seul tronc droit et rond et une couronne pyramidale ou conique. Les branches du premier ordre sont longues, minces, ascendantes, devenant plus tard horizontales à pendantes. Écorce lisse, gris-blanche, devenant gris-brun foncé, profondément fissurée, se brisant en petites plaques. Rameaux minces, brun-rouge à rouge-pourpre, à rainures irrégulières, glabres ou légèrement pubescents, à cicatrices circulaires. Feuilles spiralées, pectinées, légèrement assoiffées, (1-) 1,5-3 (-3,5) cm × 1,2-1,6 mm, linéaires, tordues à la base, rainurées au-dessus, stomates seulement sur la face inférieure, en deux bandes blanches séparées par une nervure médiane; surface supérieure brillante vert foncé, surface inférieure plus claire avec des bandes stomatales blanchâtres; 2 petits canaux de résine marginaux. Cônes de pollen latéraux, pendants, de 10-15 mm de long avec des microsporophylles rouges. Cônes de graines érigés, latéral (-subterminal) sur un pédoncule court, souvent courbé, ovoïde-oblong à cylindrique, parfois courbé, obtus, (8-) 10-16 × 4-6 cm, violet-bleu avec des bractées jaunes, s'assombrissant avec l'âge pourpre -brun avec des bractées brunes; rachis persistant, brun foncé. Écailles de graines cunéiformes, un cône intermédiaire mesurant 2-3 × 3-3,5 cm, lisse, pubertéreux, marge externe arrondie, entière. Échelles de bractées spathulées, effilées, de 3-3,5 cm de long, exsertes, réfléchies. Graines 10 × 5 mm, brun brillant avec une aile brune cunéiforme de 10-15 mm de long (Farjon 1990). Échelles de bractées spathulées, effilées, de 3-3,5 cm de long, exsertes, réfléchies. Graines 10 × 5 mm, brun brillant avec une aile brune cunéiforme de 10-15 mm de long (Farjon 1990). Échelles de bractées spathulées, effilées, de 3-3,5 cm de long, exsertes, réfléchies. Graines 10 × 5 mm, brun brillant avec une aile brune cunéiforme de 10-15 mm de long (Farjon 1990).
Distribution et écologie
Mexique: S Chihuahua, Colima, Guerrero, Jalisco, C Michoacán, Mé, S Nuevo León, Oaxaca, Puebla, San Luis Potosí, Sinaloa, W Tamaulipas, Veracruz; W Guatemala. Il se produit à (1200-) 2100-3100 (-4100) m d'altitude sur des sols de montagne bien drainés. Les espèces associées varient en fonction de leur large aire de répartition, mais comprennent souvent Pseudotsuga menziesii subsp. Glauca , Pinus montezumae et Pinus hartwegii (Farjon 1990). Hardy à la zone 8 (limite de rusticité comprise entre -12,1 ° C et -6,7 ° C) ( Bannister et Neuner 2001 ).
Grand arbre
En voyageant au Mexique, j'ai vu un certain nombre d'arbres dépassant 40 m de hauteur et 150 cm de diamètre, mais les hauteurs à 60 m et les diamètres à 200 cm sont rapportés par Farjon (1990) sans spécificité. Le spécimen à plusieurs troncs montré à droite, qui pousse au Nevado de Colima, est facilement le plus grand arbre que je connaisse en ce qui concerne le volume total de bois.
Plus ancien
Dendrochronologie
L'utilité dendrochronologique est explorée par Huante et al. (1991), qui examinent les relations de croissance climat-arbre et développent une chronologie croisée. Une étude de dendrochimie dans le parc forestier, Desierto de Los Leones, à l'ouest de Mexico, a révélé des niveaux élevés de plomb et de cadmium dans les années 1960, attribués par Watmough et Hutchinson (1998) à l'urbanisation et à l'utilisation croissante des véhicules motorisés dans la vallée de Mexico. . Bernal-Salazar et al. (2004) ont utilisé des largeurs de cernes pour caractériser l'historique des impacts de la pollution de l'air sur les arbres dans la même région, constatant les effets de la pollution atmosphérique dès les années 1970, bien avant que les chercheurs ne signalent des effets sur le feuillage.
Ethnobotanique
Le nom de l'espèce se réfère à son utilisation répandue au Mexique pour créer des décorations pour une utilisation lors de festivals religieux, en particulier Noël. Voir la section Remarques pour plus d'informations sur sa valeur en tant que source de bois et en matière d'écotourisme.
Observations
On peut facilement la voir à l'est de Mexico, sur la grande route qui mène à Puebla, à l'est d'Amecameca vers 19,08 ° N, 98,69 ° O. Cette zone est populairement appelée «forêt de sapins de Noël». On le voit aussi très bas sur la route du Nevado de Toluca (environ 19,03 ° N, 99,80 ° O), où certains arbres mesurent presque 40 m de haut. Quelques grands arbres sont facilement accessibles près du campement forestier sur le Nevado de Colima à environ 19,6 ° N, 103,6 ° O. Enfin, il peut être trouvé en croissance avec A. vejarii et une grande collection d'autres conifères sur Cerro Potosí à environ 24,9 ° N, 100,2 ° W. Voir les remarques ci-dessous pour d'autres endroits.
Remarques
Les peuplements d’Abies religiosa fournissent un habitat d'hiver au papillon monarque. Un documentaire Project Lighthawk fournit un résumé utile ICI (ou, en Español ). Ces peuplements sont épuisés par l'exploitation forestière, menaçant la survie du papillon. Depuis 2007, l'exploitation forestière continue même si une grande partie de la zone concernée a été protégée (comme détaillé dans le lien précédent), et le phénomène est devenu une attraction écotouristique si populaire qu'elle fournit un revenu significatif aux communautés proches de ces forêts. Certaines des réserves les plus populaires sont près de la ville d'Angangueo, et une variété de visites sont disponibles pour les visiter.
A. religiosa a connu des déclins sévères dans les forêts près de Mexico en raison de blessures foliaires et de la réduction de la rétention des aiguilles causée par la pollution de l'air (Terrazas et Bernal-Salazar 2002).
Parmi les ravageurs affectant cette espèce, on trouve l'arpenteuse de sapin sacré (Lepidoptera: Evita hyalinaria), un défoliateur; et le gui nain Arceuthobium abietis-religiosae ( Hawksworth et al., 1996 ). Les agents pathogènes fongiques comprennent Heterobasidion annosum, pourriture des racines largement répandue dans les conifères de l'hémisphère nord (Scharpf, 1993 ). Abies religiosa soutient également le morille, Morchella esculenta (Pilz et al., 2007). Miam.
Abies religiosa , d'abord décrite par Carl Sigismund Kunth (1788-1850), et travaux plus tard complétés 1830 par Diederich Franz Leonhard de Schlechtendal (1794 - 1866) et Adelbert von Chamisso (1781 - 1838), est communément connu comme sapin sacré ou comme oyamel dans la langue native nahuatl et comme pinabete en espagnol. Le sapin sacré est nommé d'après l'utilisation du feuillage coupé dans les festivals religieux au Mexique, notamment à Noël. C'est également l'arbre préféré pour le papillon monarque (Danaus plexippus) pour résider dans les colonies pendant son hibernation au Mexique.
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)