inner daruni (#) Fr.: interne Situated within or farther within; interior. From O.E. inra, comparative of inne (adv.) "inside;" → in-. Daruni, adj. of darun "in, into; within" (Mid.Pers. andarôn "inside," from andar, → inter-, + rôn "side, direction;" Av. ravan- "(course of a) river"). |
inner core maqze-ye daruni Fr.: noyau interne The central part of the → Earth's core, composed of solidified → iron and → nickel, and extending from a depth of about 5100 km to the center of the Earth, at 6360 km. Its radius is about 1/3 that of the whole core and is effectively decoupled from the → mantle due to the molten nature of the surrounding → outer core. The radius of the inner core is defined by a small increase in → compressional wave velocity at a radius of about 1200 km. Its density is about 12 g/cm3. The → temperature of the inner core has been estimated at 5000-7000 °C. |
inner Earth object (IEO) barâxt-e daruni-ye madâr-e zamin Fr.: objet interne à l'orbite terrestre A → near-Earth object whose → orbit lies always inside Earth's orbit. |
inner Lagrangian point noqte-ye Lagrange-e daruni (#) Fr.: point de Lagrange interne One of the five → Lagrangian points, denoted L1, which lies between the two bodies on the line passing through their center of mass. In a → close binary star system mass transfer occurs through this point. → inner; → Lagrangian points. |
inner Lindblad resonance (ILR) bâzâvâyi-ye Lindblad-e daruni Fr.: résonance de Lindblad interne A → Lindblad resonance expressed by: Ωp = Ω - κ/m. → inner; → Lindblad resonance. |
inner planets sayârehâ-ye daruni (#) Fr.: planètes internes The planets Mercury, Venus, Earth and Mars collectively. T hey are also known as the terrestrial planets. |
innermost stable circular orbit (ISCO) darunitarin madâr-e dâyere-yi-ye pâydâr Fr.: orbite circulaire stable intérieur The smallest → circular orbit in which a particle can stably orbit a → black hole according to → general relativity without the risk of falling past the → event horizon. In other words, the ISCO is the inner edge of the → accretion disk around a black hole. Therefore, characteristics of accretion disks depend on ISCO. The radius of ISCO is calculated to be three times the → Schwarzschild radius (3 RSch). ISCO is closer to event horizon for rotating black hole. |