Isotropic — I so*trop ic, a. [Iso + Gr. ? a turning, fr. ? to turn.] (Physics) Having the same properties in all directions; specifically, equally elastic in all directions. [1913 Webster] … The Collaborative International Dictionary of English
Isotropic — Isotropic. См. Изотропный. (Источник: «Металлы и сплавы. Справочник.» Под редакцией Ю.П. Солнцева; НПО Профессионал , НПО Мир и семья ; Санкт Петербург, 2003 г.) … Словарь металлургических терминов
isotropic — (adj.) 1864, from ISO (Cf. iso ) + Gk. tropikos belonging to a turning, from tropos a turning, way, manner (see TROPE (Cf. trope)) … Etymology dictionary
isotropic — [ī sä′trə pəsī΄sō träp′ik, ī΄sōtrō′pik; ī΄səträp′ik, ī΄sətrō′pik] adj. [ ISO + TROPIC] having physical properties, as conductivity, elasticity, etc., that are the same regardless of the direction of measurement: also isotropous [ī sä′trə pəs]… … English World dictionary
isotropic — adjective Etymology: International Scientific Vocabulary Date: 1856 exhibiting properties (as velocity of light transmission) with the same values when measured along axes in all directions < an isotropic crystal > • isotropy noun … New Collegiate Dictionary
Isotropic radiation — has the same intensity regardless of the direction of measurement, and an isotropic field exerts the same action regardless of how the test particle is oriented. It radiates uniformly in all directions from a point source sometimes called an… … Wikipedia
isotropic band — n I BAND … Medical dictionary
Isotropic radiator — An isotropic radiator is a theoretical point source of waves which exhibits the same magnitude or properties when measured in all directions. It has no preferred direction of radiation. It radiates uniformly in all directions over a sphere… … Wikipedia
Isotropic coordinates — In the theory of Lorentzian manifolds, spherically symmetric spacetimes admit a family of nested round spheres . There are several different types of coordinate chart which are adapted to this family of nested spheres; the best known is the… … Wikipedia
Isotropic quadratic form — In mathematics, a quadratic form over a field F is said to be isotropic if there is a non zero vector on which it evaluates to zero. Otherwise the quadratic form is anisotropic. More precisely, if q is a quadratic form on a vector space V over F … Wikipedia
