affine combination miyâzeš-e karvan Fr.: combinaison affine A linear combination of vectors in which all the vector coefficients add up to one. → affine; → combination. |
combination miyâzeš Fr.: combinaison 1) General: The act of combining or the state of being combined. Noun from → combine |
dissociative recombination bâzmiyâzeš-e vâhazeši Fr.: recombinaison dissociative A process where a positive molecular ion recombines with an electron, and as a result it dissociates into two neutral products. For example, AB+ + e-→ A + B, where e- is an electron, AB+ is a diatomic or polyatomic molecular ion, and A and B are the neutral fragmentation products. Dissociative recombination is the dominant recombination process in planetary ionospheres and interstellar clouds. → dissociative; → recombination. |
radiative recombination bâzmiyâzeš-e tâbeši Fr.: recombinaison radiative The process by which an ionized atom binds a free electron in a → plasma to produce a new atomic state with the subsequent radiation of photons. → radiative; → recombination. |
radio recombination line xatt-e bâzmiyâzeš-e râdioyi Fr.: raie de recombinaison radio A → recombination line whose wavelength lies in the radio range of the electromagnetic spectrum. Radio recombination lines are the result of electronic transitions between high energy levels (n > 50) in an atom or ion. → radio; → recombination line. |
recombination bâzmiyâzeš Fr.: recombinaison 1) The process or result of combining again. Verbal noun of → recombine. |
recombination coefficient hamgar-e bâzmiyâzeš Fr.: coefficient de recombinaison A measure of the specific rate at which oppositely charged ions join to form neutral particles. It is given by the rate at which those ions recombine, divided by the product of the densities of the two species involved. → recombination; → coefficient. |
recombination continuum peyvastâr-e bâzmiyâzeš Fr.: continuum de recombinaison A recombination radiation that is continuous over a range of frequencies. Same as → continuum emission. → recombination; → continuum. |
recombination epoch zime-ye bâzmiyâzeš Fr.: époque de recombinaison Same as → recombination era. → recombination; → epoch. |
recombination era dowrân-e bâzmiyâzeš Fr.: ère de recombinaison The era some 380,000 years after the → Big Bang (at a → redshift of about 1,100), when the Universe had cooled sufficiently so that protons and electrons combined to form → neutral hydrogen in a process called → recombination. The temperature was about 3,000 K and the ionization fraction low enough for Universe to become transparent to light. Consequently matter and radiation decouple from one another because no further → scattering of the radiation occurs. The observation of the → cosmic microwave background radiation provides a means of studying the Universe at the recombination era. Also called recombination epoch and → decoupling era. → recombination; → era. |
recombination line xatt-e bâzmiyâzeš Fr.: raie de recombinaison An → emission line in a spectrum produced in an → H II region when a free electron combines with an ionized atom to form a neutral atom or an ion of lower → ionization stage. Same as → free-bound emission. → recombination; → line. |
recombination radiation tâbeš-e bâzmiyâzeš Fr.: rayonnement de recombinaison Radiation produced when a free electron in a plasma is captured by an ionized atom. → recombination; → radiation. |
recombination rate nerx-e bâzmiyâzeš Fr.: taux de recombinaison In → H II regions the rate at which free electrons recombine with → ionized hydrogen atoms (protons). → recombination; → rate. |
recombination time zamân-e bâzmiyâzeš Fr.: temps de recombinaison The time period necessary for a cloud of atomic hydrogen to be → ionized by the ultraviolet photons of a central → massive stars. → recombination; → time. |
Ritz combination principle parvaz-e miyâzeš-e Ritz Fr.: principe de combinaison de Ritz An empirical rule discovered before the advent of quantum mechanics which states that it is possible to find pairs of spectral lines, which have the property that the sum of their wavenumbers is also an observed spectral line. Named after Walther Ritz (1878-1909), a Swiss theoretical physicist; → combination; → principle. |