Difference between revisions of "Carex brevior (Dewey) Mackenzie ex Lunell (Q321)"

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Latest revision as of 12:39, 24 June 2022

Carex brevior is a taxon with the rank species within the section Carex sect. Ovales
Language Label Description Also known as
English
Carex brevior (Dewey) Mackenzie ex Lunell
Carex brevior is a taxon with the rank species within the section Carex sect. Ovales

    Statements

    taxon/id/Carex brevior (Dewey) Mackenzie ex Lunell
    0 references
    Carex brevior (Dewey) Mackenzie ex Lunell
    Carex brevior
    (Dewey) Mackenzie ex Lunell
    FNA Editorial Committee. 2002. Flora of North America north of Mexico. Volume 23: Cyperaceae. Oxford University Press, New York.
    accepted
    (Dewey) Mackenzie ex Lunell
    carex à têtes courtes (French)
    short-beaked sedge (English)
    fescue sedge (English)
    brevior sedge (English)
    broad-fruited sedge (English)
    shorter sedge (English)
    plains oval sedge (English)
    Carex à têtes (English)
    1 reference
    Klinkenberg, B. (ed.). 2010+. E-Flora BC: Electronic Atlas of the Plants of British Columbia. Lab. for Advanced Spatial Analysis, Department of Geography, University of British Columbia, Vancouver, B.C. http://www.eflora.bc.ca http://www.eflora.bc.ca/
    1 reference
    Packer, J.G. & A.J. Gould. 2017.Vascular Plants of Alberta. Part 1: Ferns, Fern Allies, Gymnospermes, and Monocots. University of Calgary Press, Calgary.
    1 reference
    Harms, V.L. 2006. Annotated catalogue of Saskatchewan vascular plants. http://www.biodiversity.sk.ca/Docs/AnnotatedCatalogueSKVascPlants2006.pdf
    1 reference
    Newmaster, S.G. & S. Ragupathy. 2005. Flora Ontario - Integrated Botanical Information System (FOIBIS), Phase I. University of Guelph, Canada. http://www.uoguelph.ca/foibis http://www.uoguelph.ca/foibis/
    1 reference
    Marie-Victorin, Fr. 1995. Flore laurentienne. 3e éd. Mise à jour et annotée par L. Brouillet, S.G. Hay, I. Goulet, M. Blondeau, J. Cayouette et J. Labrecque. Gaétan Morin éditeur. 1093 pp.
    1 reference
    Hinds, H.R. 2000. Flora of New Brunswick : a manual for the identification of the vascular plants of New Brunswick. 2nd edition. Biology Department, University of New Brunswick, Fredericton. 699 pp.
    Mexico (Tamaulipas)
    prairies
    meadows
    open woods
    dry roadbanks
    calcareous
    neutral soils
    Plants densely cespitose;
    rhizomes sometimes short-prolonged, appearing elongate in old clumps.
    Culms 15–120 cm;
    vegetative culms few, inconspicuous, usually fewer than 15 leaves, not strikingly 3-ranked.
    Leaves: sheaths adaxially white-hyaline, summits U-shaped or sometimes prolonged to 2 mm beyond collar and rounded, smooth;
    distal ligules 2.2–3.5 mm;
    blades 3–5 per fertile culm, 12–30 cm × 1.5–3.5 mm.
    Inflorescences open, brown, (1.3–) 2.5–5 (–6.5) cm × 5–18 mm;
    proximal internode (3–) 6–13 (–23) mm;
    2d internode 2–12 mm;
    proximal bracts scalelike or bristlelike, shorter than inflorescences.
    Spikes (3–) 4–7, 5–7 on larger culms, distant, distinct, ovoid to ellipsoid, 7–17 (–24) × 4–8 (–12) mm, base attenuate or rarely rounded, apex acute to rounded;
    terminal spike usually with conspicuous staminate base.
    Pistillate scales white-hyaline, tinged reddish-brown, usually with whitish, pale gold, or green midstripe, broadly lanceolate to narrowly ovate, 2.6–4.3 mm, as long as to 0.7–0.9 mm shorter than perignyium beaks, narrower than perigynia, margins thin, sometimes involute, apex mostly acute.
    Perigynia (10–) 15–40 (–45) per spike, ascending-spreading, green or reddish-brown, veinless or faintly and irregularly 1–5-veined adaxially, orbiculate or broadly ovate, planoconvex, (2.6–) 3.4–4.8 (–5.2) × (2–) 2.3–3.2 mm, 0.5–0.6 mm thick, 1.2–1.8 times as long as wide, nearly leathery, margin flat, including wing 0.3–0.8 mm wide, ciliate-serrulate at least distally, smooth;
    beak pale green or brown at tip, flat, ± ciliate-serrulate, abaxial suture with gold or reddish brown-hyaline margin, distance from beak tip to achene 1.5–2.4 mm.
    2n = 48, 52, 56, 60, 64, 68.