Abronia fragrans
(Nyctaginaceae)
Abronia fragrans est une espèce végétale de la famille des Nyctaginaceae. Cette plante pérenne est originaire d’Amérique du Nord.
Abronia fragrans
![Description de l'image Abronia fragrans 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)
Nom binominal
Abronia fragrans
Description
![https://upload.wikimedia.org/wikipedia/commons/thumb/f/f5/Abronia_fragrans_drawing.png/220px-Abronia_fragrans_drawing.png](data:image/png;base64,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)
Représentation schématique des différents organes d'Abronia fragrans
Appareil végétatif
C'est une plante herbacée qui présente des tiges rampantes à l'extrémité redressée, atteignant de 30 à 120 cm de longueur mais ne s'élevant guère au-dessus du sol. Ces tiges ramifiées sont couvertes de poils courts et fins, parfois blanchâtres, légèrement collants. Elles peuvent présenter une coloration rougeâtre à la base ou au niveau des nœuds.
Les feuilles ont une disposition opposée, formant ainsi des paires inégales. Elles sont portées par un pétiole mesurant de 1 à 7 cm de longueur. Simples mais de forme variable (ovale, triangulaire ou lancéolée, à bout arrondi ou pointu), les feuilles sont un peu charnues, plus ou moins couvertes de poils collants. Elles sont de dimensions variables, généralement de 3 à 12 cm de longueur pour 1 à 8 cm de largeur. Leur bordure peut être entière ou légèrement ondulée et leur face inférieure est plus claire que la face supérieure, à cause de la présence de poils clairs plus denses et plus longs.
Appareil reproducteur
La période de floraison s'étend du printemps à l'automne.
Les fleurs sont réunies par groupes de 30 à 80. Elles poussent au sommet d'une tige florale plus longue que les pétioles des feuilles et issue d'un bourgeon axillaire. L'inflorescence est précédée par 5 à 7 bractées non soudées, de forme ovale à lancéolée et à bout pointu. Elles mesurent de 0,8 à 2 cm de longueur pour 0,4 à 1,2 cm de largeur. Ces bractées peuvent être blanchâtres ou parfois rosâtres ou violacées.
Les fleurs, parfumées, présentent un calice ressemblant à une corolle blanche ou rosée. Il est à la base en forme de tube de 1 à 2,5 cm de long, vert à rouge violacé et s'élargit au sommet, se terminant par 5 lobes libres blancs ou rosés. Ces lobes étalés forment la "fleur" de 6 à 10 mm de diamètre (parfois moins). La véritable corolle est absente. Il y a 5 étamines qui ne dépassent pas la hauteur du tube. Les fleurs s'ouvrent en fin d’après-midi et se ferment au cours de la matinée suivante. Lorsque les fleurs fanent, il arrive qu'elles soient marcescentes et demeurent sur leur tige florale.
Le fruit est un akène qui reste inclus dans la base toujours marcescente du calice, qui peut présenter 4 à 5 ailettes ; ces ailettes peuvent être absentes. L'akène a une forme variable qui dépend de sa position dans l'inflorescence, critère qui agit sur la présence ou non d’ailes sur la base du calice, le développement de ses dernières et la forme des graines. L'akène mesure environ 5 à 12 mm de longueur pour 2,5 à 7 mm de largeur. Il est brun ou noir, d'aspect lustré et ne contient qu'une seule graine.
Répartition et habitat
L'aire de répartition d’Abronia fragrans couvre une partie de l'ouest des États-Unis (Arizona, Colorado, Dakota du Nord, Dakota du Sud, Kansas, Montana, Nebraska, Nouveau-Mexique, Oklahoma, Texas, Utah, Wyoming) et du nord du Mexique (État de Chihuahua)2.
Elle pousse en milieu aride sur sol généralement sableux, au niveau de prairies sèches ou de friches, dans des vallons, sur des dunes ou sur des bords de route. On ne la trouve pas au-dessus de 2000 m d'altitude.
Abronia fragrans et l'homme
Usages traditionnels
Les Amérindiens utilisaient l'infusion refroidie de cette plante pour baigner les enflures de type ecchymoses, piqûres d'insectes ou furoncles. Les fleurs fraîches étaient mangées pour lutter contre les maux d'estomac et la racine moulue pouvaient être mêlée à de la farine pour augmenter l'appétit.
Les fleurs étaient aussi utilisées comme ornement pour réaliser des colliers lors de cérémonies.
![Abronia fragrans](data:image/png;base64,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)
L'Abronia fragrans est une très belle plante tapissante, aux petites feuilles ovales vertes.
En été, apparition de grands capitules blancs très parfumés en forme de boules de neige. Les fleurs s'ouvrent en fin de journée pour se refermer le matin.
'Abronia fragrans' est une plante du genre Abronia (Sand Verbena) avec un nom scientifique d’Abronia fragrans.
Il pousse principalement comme une plante vivace, de sorte qu'il va durer au moins jusqu'à plusieurs années dans son climat indigène.
Normalement pousse avec une habitude de couverture de sol.
![Abronia fragrans Snowball Sand Verveine](data:image/png;base64,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)
Abronia fragrans (sable de verveine doux, sable verveine boule de neige, boule de neige de prairie, verveine odorante) est une espèce de verveine de sable .
La description
Abronia fragrans, verveine sucrée, est une plante herbacée vivace à port dressé ou étalé, atteignant 8 à 40 pouces (environ 20 à 102 cm). Il se développe à partir d'une racine pivotante avec des tiges poilues et poisseuses qui poussent de 7,1 pouces à 3,3 pieds (18-100 cm) de long.
Les fleurs sont constituées de 4 à 5 sépales pétaloïdes et de bractées sépales avec une corolle tubulaire en grappes de 25 à 80 à l'extrémité des tiges. Les fleurs sont généralement blanches mais peuvent être vertes, lavande ou teintées de rose. Les feuilles collantes sont simples et opposées, jusqu'à 3,5 "(8,89 cm) de long et 1,2" (3 cm) de large, et elliptiques ou linéaires. Les akènes sont des akènes en forme d'œuf d’environ 0,25 cm de long, brillants et noirs ou bruns. L'acène est enfermée dans une base en forme de calice coriace qui peut être ailée ou non.
Taxonomie
Il existe un différend quant à la classification de Abronia fragrans, certains reconnaissant Abronia elliptica comme une espèce distincte (Kartesz, Weber) et d'autres croyant que les deux sont la même plante (Gallois). La séparation des deux espèces est basée sur des variances de plusieurs caractéristiques, y compris la forme du fruit, la pilosité de diverses parties des plantes, et la propagation rhizomateuse.
Cette espèce a été recueillie par Thomas Nuttall en 1834 près de la rivière Platte et a été nommée par lui dans la description de Hookers1853. Le nom d'espèce, fragrans, signifie «parfumé» et se réfère à la douce odeur des fleurs, tandis que le nom du genre vient du grec«abros» qui signifie délicat.
Distribution et habitat
L'aire de répartition naturelle de l'abronie douce s'étend du nord de l' Arizona à l'ouest du Texas et de l' Oklahoma au nord, en passant par les régions des Rocheuses et des plaines occidentales des États-Unis et au sud jusqu'à Chihuahua , au Mexique . L' abronie sucrée est présente dans les prairies , les plaines et les savanes où elle pousse dans des sols sableux secs et meubles.
Fleurs
Les fleurs de cette plante s'ouvrent le soir et se referment le matin, une habitude qui donne à la famille Nyctaginaceae son nom commun de Four O'clocks.
Un Abronia fragrans est une plante merveilleuse, merveilleusement parfumée, parfois abondante sur des plateaux de sable et des buttes. Il est facile à repérer avec ses masses attrayantes de feuilles vertes et ses grandes têtes de fleurs de boule de neige. Par une journée calme, son parfum vous attire vers lui. On ne conteste pas sa beauté, mais il existe un désaccord considérable quant à sa classification scientifique.
Un Abronia fragrans et Abronia elliptica sont reconnus comme deux espèces distinctes par Kartesz, la flore de l'Amérique du Nord , et Weber, mais ils sont combinés dans A. fragrans par Welsh dans sa 4e édition de A Utah Flora . La caractéristique la plus acceptée qui sépare les deux espèces distinctes est la forme de la graine: A. fruits fragrans sont (selon Weber) "à parois épaisses, dures, les ailes coriaces, non pliées ensemble". Les fruits d’A. Elliptica sont (encore selon les mots de Weber): "à parois minces, délicates, les ailes non rigides ou rigides, 2 d'entre elles pliées ensemble pour former une rainure". FNA indique en outre que le fruit de A. fragrans est en forme de pointe de flèche en forme de cœur chez A. elliptica.
Le gallois indique que l'espèce (A. fragrans) est "extrêmement variable", et bien qu'il reconnaisse que d'autres ont séparé A. fragrans en deux espèces (ou en sous-espèces) sur la base des fruits et d'autres caractéristiques, il indique que les deux types de les fruits peuvent être trouvés dans la même tête. Le gallois conclut par conséquent que "la séparation [en deux espèces ou sous-espèces] semble être arbitraire et n'est pas corrélée avec d'autres caractéristiques".
Une communication personnelle de Bob Sivinski (botaniste renommé du Nouveau-Mexique) indique qu'au moins une des photographies ci-dessous (deuxième à partir du bas) montre A. elliptica, pas A. fragrans, comme en témoigne au moins l'étalement des plantes. , probablement des racines souterraines. Bob indique que bien que "aucun des manuels floristiques ne le dise ..., A. elliptica a des tiges souterraines qui se ramifient dans la plupart des cas - il suffit de creuser profondément pour les trouver". Le gallois aborde ce point: «La reconnaissance des plantes rhizomateuses occasionnelles, qui se produisent sporadiquement à travers l'aire de répartition de l'espèce, à n'importe quel niveau taxonomique, ne semble pas justifiée».
Une autre caractéristique que l'on dit parfois pour séparer la plante en deux espèces est la pilosité des tiges, des feuilles et / ou des pédoncules. Mais je ne trouve aucun accord d'une autorité à l'autre sur ces caractéristiques.
Ceux qui cassent la plante en deux espèces ou sous-espèces ne sont généralement d'accord que sur l'aire de répartition. Les deux Kartesz et cytoponction montrent A. fragrans comme une plante des plaines du Colorado, dans l' est du Wyoming, à seulement quelques comtés de l' ouest du Kansas et du Nebraska, une grande partie du Nouveau - Mexique, le nord de l' Arizona, et seulement le comté de San Juan (tout au sud - est) de l' Utah . FNA est d'accord avec Kartesz, sauf qu'il omet la plupart de l'Arizona et comprend presque tout le Colorado. Les deux sont plus d'accord sur la gamme de A. elliptique a: On trouve, disent-ils, dans le nord de l'Arizona, la plupart de l'Utah (Kartesz dit "tout de l'Utah"), le coin nord-ouest du Nouveau-Mexique et le centre et le sud-ouest Wyoming. Kartesz le place également dans onze comtés de l'Idaho et trois dans le Montana.
Bien que Kartesz et FNA indiquent que Abronia elliptica se trouve dans une grande partie ou la totalité de l’Utah ( en fait avoir l' Utah comme noyau central de la distribution), l'expert reconnu sur la flore de l' Utah, Stanley Welsh, déclare qu'il n'y a pas elliptica Abronia, ni Abronia fragrans variété elliptica, dans son état; Toutes les plantes, dit Welsh, sont Abronia fragrans .
Un dernier détail sur tout cela: Dans le manuel des plantes du Colorado de Harrington (1964), Harrington indique que A. fragrans pousse dans le Colorado, mais il donne deux espèces, A. fragrans elliptica et A. fragrans glaucescens, séparées de chaque des autres et de A. fragrans sur la base de la pilosité des plantes. Harrington définit également deux autres espèces, A. carletoni (que Kartesz indique n'existe que dans quelques comtés du Nouveau-Mexique et de l'ouest du Texas) et A. salsa (que Kartesz indique comme synonyme de A. elliptica).
Abronia fragrans Nuttall ex Hooker, J. Bot de Hooker. Kew Gard. Divers 5: 261. 1853.
Verveine blanche parfumée
Plantes vivaces. Tiges couchées à demi-teintes, légèrement à modérément ramifiées, allongées, parfois rougeâtres à la base et aux nœuds, glandulaires-pubescentes, visqueuses. Feuilles: pétiole 0,5-8 cm; limbe ovale à triangulaire ou lancéolé, 3-12 × 1-8 cm, bords entiers à subsinuate et légèrement ondulés, surface adaxiale glandulaire-pubescente, surface abaxiale plus dense et plus pubescente plus longue, ou parfois villeuse. Inflorescences: pédoncule plus long que le pétiole sous-tendant; bractées linéaires-lancéolées à ovales-ovales, de 7-25 × 2-12 mm, scarieuses, glandulaires-pubérulentes à villeuses courtes; fleurs 30-80. Périanthe: tube verdâtre à violet rougeâtre, 10-25 mm, limbe blanc, (2-) 6-10 mm de diamètre. Fruits ailé ou non, fusiforme et apparaissant profondément cannelé sans ailes, sans ailes déformées, de forme filiforme, conique à la base, avec bec proéminent à large encoche à l'apex, 5-12 × 2,5-7 mm, induré, rugueux, veiné ou , si les ailes sont déformées, les fruits ont un profil ± rhombique et sont effilés aux deux extrémités, ou obdeltés et tronqués à l'apex, avec un bec proéminent; ailes 4-5, épaisses, étroites, non dilatées à l'apex, cavités s'étendant partout; fruits périphériques souvent déformés, en forme de S en vue latérale.
Floraison printemps-automne. Sols sableux secs, broussailles et prairies; 400-2000 m; Ariz., Colo., Kans., Mont., Nebr., N.Mex., N.Dak., Oklahoma, S.Dak., Tex., Utah, Wyo ; Mexique (Chihuahua).