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nationalization nafâneš Fr.: nationalisation The transfer of a major branch of industry or commerce from private to state ownership or control (OxfordDictionaries.com) → nationalize; → -tion. |
nationalize nafânidan Fr.: nationaliser 1) To bring under the ownership or control of a nation, as industries and land (Dictionary.com). |
natural zâstâri Fr.: naturel Occurring in nature; not artificially prepared. → nature. Adj. of → nature. |
natural frequency basâmad-e zâstâri Fr.: fréquence naturelle Any frequency of small-amplitude oscillation for a system with a position of stable equilibrium and in the absence of external forces. In other words, the frequency of → free oscillation. Also called characteristic frequency. |
natural history târix-e zâstâri Fr.: histoire naturelle The → sciences, as → botany, → mineralogy, or → zoology, dealing with the study of all objects in → nature: used especially in reference to the beginnings of these sciences in former times (Dictionary.com). |
natural language zabân-e zâstâri Fr.: langage naturel Linguistics: A language that has evolved naturally as a means of communication among people, as opposed to → artificial language and → formal language (Dictionary.com). |
natural line broadening pahneš-e zâstâri-ye xatt Fr.: élargissement naturel de raie The broadening of any spectral line due to the fact that excited levels have mean lives, which, by virtue of the uncertainty principle, implies a spread in the energy values. → natural; → line; → broadening. |
natural logarithm logâritm-e zâstâri Fr.: logarithme naturel The logarithm in which the → base is the → irrational number e = 2.718281828.... Also called → Napierian logarithm. The natural logarithm is denoted ln, an abbreviation of logarithmus naturalis. Natural logarithms are related to → common logarithms through: ln x = (1/M) log x, with M = (1/ln 10) ≅ 0.434294. |
natural number adad-e zâstâri Fr.: nombre naturel Either a member of the set of positive integers 1, 2, 3, ..., or the set of non-negative integers 0, 1, 2, 3, ... There seems to be no general agreement about whether to include 0 in the set of natural numbers. |
natural period dowre-ye zâstâri Fr.: période naturelle Of a body or system, the period of → free oscillation. |
natural resonance bâzâvâyi-ye zâstâri Fr.: résonance naturelle A resonance such that the period of the driving force is the same as the natural period of the system. |
natural satellite mâhvâre-ye zâstâri Fr.: satellite naturel A solar system → object that → revolves around a → primary body and is not man made. |
natural science dâneš-e zâstâri Fr.: science naturelle A science that deals with matter, energy, their interrelations and transformations, In other words, natural sciences are concerned with physical processes observable in nature. They can be divided into physical and biological sciences. |
natural units yekâhâ-ye zâstâri Fr.: unités naturelles Physical units of measurement defined in terms of universal physical constants in such a manner that some chosen physical constants (e.g. the speed of light, Planck's constant, Boltzmann's constant, etc.) are equal to unity. The use of natural units allows these constants to be omitted from mathematical equations, leading to simpler calculations. |
natural uranium urâniom-e zâstâri Fr.: uranium naturel Uranium as found in nature. It contains 0.7% uranium-235, 99.3% uranium-238, and a trace of uranium-234 by weight. |
naturalism zâstâr-gerâyi, zâstâr-bâvari Fr.: naturalisme Philosophy: 1) The view of the world that takes account only of natural elements
and forces, excluding the supernatural or spiritual. |
nature zâstâr Fr.: nature The natural world as it exists without human beings or civilization. M.E. natur(e), from O.Fr. nature from L. natura "the things at the outset, as it was when brought into existence; conditions of birth; essence, natural qualities," from natus "born," p.p. of nasci "to be born," from PIE *gen- "to give birth, beget," cognate with Pers. zâdan "to give birth," as below. Zâstâr, literally "birth," from zâst past stem of [Dehxodâ] zâstan, variant of zâdan "to bring forth, give birth;" (Lâsgardi, Sorxeyi, Aftari) nestor "barren, sterile" (Mid.Pers. zâtan; Av. zan- "to bear, give birth to a child, be born," infinitive zazāite, zāta- "born;" cf. Skt. janati "begets, bears;" L. gignere "to beget," nasci "to be born," as above, PIE base *gen- "to give birth, beget") + suffix -âr (forming verbal nouns as in raftâr, kerdâr, goftâr, didâr, jostâr, and so on; or forming accusative nouns, as in gereftâr, koštâr, etc.). |
nautical astronomy axtaršenâsi-ye daryâ-navardik Fr.: astronomie nautique The branch of practical astronomy concerned with the determination of position and direction on sea by observation of celestial objects. Nautical, from M.Fr. nautique, from L. nauticus "pertaining to ships or sailors," from Gk. nautikos, from nautes "sailor," from naus "ship," from PIE *nau- "boat;" cf. Pers. nâv "ship;" O.Pers./Av. *nāv-, O.Pers. nāviyā- "fleet;" Skt. nau-, nava- "ship, boat;" → astronomy. Axtaršenâsi→ astronomy; daryâ-navardik, relating to daryâ-navardi "sea navigation," from daryâ "sea" (Mid.Pers. daryâp variant zrah; O.Pers. drayah-; Av. zrayah- "sea;" cf. Skt. jráyas- "expanse, space, flat surface") + navardi, noun of navardidan, navardan "to travel, walk, pass by and over" + -ik, → -ic. |
nautical twilight nimtâb-e daryâ-navardik Fr.: crépuscule nautique One of the three twilight phases which is the period before sunrise and after sunset when the center of the Sun's disk is between 6° and 12° below the horizon. This twilight phase is followed or preceded by → civil twilight. See also → astronomical twilight. In clear weather conditions, the horizon is faintly visible during this phase. Many of the brighter stars can also be seen, making it possible to use the position of the stars in relation to the horizon to navigate at sea. This is why it is called nautical twilight. → nautical astronomy; → twilight. |
Navier-Stokes equation hamugeš-e Navier-Stokes Fr.: équation de Navier-Stokes One of a set of → differential equations that describes the motion of a → fluid as a function of → pressure, → density, total external force, and → viscosity. See also → Euler equation. Named after Claude-Louis Navier (1785-1836), a French engineer and physicist, and George Gabriel Stokes, → stokes; → equation. |
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