Pedial Pe"di*al, a. Pertaining to the foot, or to any organ called a foot; pedal. --Dana. [1913 Webster]

The Collaborative International Dictionary of English. 2000.

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  • pédial — pédial, ale (pé di al, a l ) adj. Se dit des plumes qui garnissent les pattes de certains oiseaux. ÉTYMOLOGIE    Lat. pes, pedis, pied …   Dictionnaire de la Langue Française d'Émile Littré

  • pedial — ped·i·al …   English syllables

  • pedial — ˈpedēəl, ˈpēd adjective Etymology: New Latin pedion + English al : of or relating to a pedion : asymmetric d …   Useful english dictionary

  • Kaolinite — Kaolin General Category Silicate mineral Chemical formula Al2Si2O5(OH)4 …   Wikipedia

  • Crystal system — Diamond crystal structure consists of face centered cubic lattice. In crystallography, the terms crystal system, crystal family, and lattice system each refer to one of several classes of space groups, lattices, point groups, or crystals.… …   Wikipedia

  • Mohite — For the Maratha clan, see Mohite (Maratha clan). Mohite is a mineral with the chemical formula Cu2SnS3. It is colored greenish gray and leaves a gray streak. It is opaque and has metallic luster. Its crystal system is triclinic pedial. It is… …   Wikipedia

  • Aubertite — is a mineral with the chemical formula CuAl(SO4)2Cl·14(H2O). It is colored blue. Its crystals are triclinic to pedial. It is transparent. It has vitreous luster. It is not radioactive. Aubertite is rated 2 3 on the Mohs Scale.External… …   Wikipedia

  • Tantite — is a rare tantalum oxide mineral with formula: Ta2O5. Tantite forms transparent microscopic colorless triclinic pedial crystals with an adamantine luster. It has a Mohs hardness of 7 and a high specific gravity of 8.45. Chemical analyses show… …   Wikipedia

  • Hartit — Chemische Formel C20H34 Mineralklasse Organische Verbindungen 10.BA.10 (8. Auflage: II/B.15 20) (nach Strunz) (nach Dana) Kristallsystem triklin Kristallklasse triklin pedial …   Deutsch Wikipedia

  • Kristallklasse — Eine Punktgruppe ist ein spezieller Typus einer Symmetriegruppe der euklidischen Geometrie, der die Symmetrie einer Punktmenge (beispielsweise eines Körpers) beschreibt. Die Punktgruppe einer Symmetriegruppe enthält die so genannten Ableitungen… …   Deutsch Wikipedia

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