1) sâzâlgari; 2) sâzâlgân
1) The design and use of scientific instruments for detection, measurement, control,
computation, and so on.
From → instrument + -ation a combination of -ate and -ion, used to form verbal nouns.
Sâzâlgari, noun from sâzâlgar, → instrumentalist. Sâzâlgân, with plurality suffix -gân.
âyeq kardan (#)
From L. insulatus "made into an island," from L. insula "island."
1) The act or fact of insulating.
Verbal noun from → insulate.
1) A material or an object that does not easily allow heat, electricity,
light, or sound to pass through it.
Âyeq, loan from Ar.
The act, system, or business of insuring property, life, one's person, etc., against loss or harm arising in specified contingencies, as fire, accident, death, disablement, or the like, in consideration of a payment proportionate to the risk involved (Dictionary.com).
Bimé, from bim "fear, danger" (variant bâk "fear, hesitation"); Mid.Pers. bīm "fear, fright, dread;" Av. b(a)ii- "to fear;" cf. Skt. bhayi- "to fear," bhīmá- "terrible;" Lith. bijoti(s), Latv. bîtiês "to fear, be afraid;" O.H.G. biben "to shiver;" PIE *bheiH2- "to fear" (Cheung 2007).
1) bimé kardan; 2) dartenzidan
1) To provide or obtain → insurance on or for.
Variant of → ensure.
Same as → integer number.
From L. integer "whole," literally "intact, untouched," from → in- "not" + root of tangere "to touch."
Dorost "whole, complete; healthy; right," → integral.
adad-e dorust (#)
Fr.: nombre entier, entier
1) dorost; 2) dorostâl
Fr.: 1) intégral; 2) intégrale
1) Consisting of whole numbers or integers.
Integral, from M.Fr. intégral, from M.L. integralis "forming a whole," → integer "whole."
1) Dorostâl, from dorost "whole, complete; healthy; right," related to
dorud "benediction, praise, thanksgiving," from
Mid.Pers. drust "whole; healthy; well, right," drôd "health, thriving;"
O.Pers. duruva- "firm, certain, immune;"
Av. druua- "healthy;" cf. Skt. dhruvá- "fixed, firm, immovable,
lasting, certain;" Russ. zdorovyjj "healthy;" See also
Fr.: calcul intégral
Branch of the calculus that deals with integration and its use in finding volumes, areas, equations of curves, solutions of differential equations, etc.
Fr.: équation intégrale
An equation involving an unknown function that appears as part of an integrand.
integral field spectroscopy
binâbnemâyi-ye dorost-e meydân
Fr.: spectroscopie intégrale de champ
A technique in spectroscopy for recording a spectrum from each point of an extended object. The field of view image is divided into a multitude of small components using different methods, e.g. lenslet arrays, fiber bundles, or image slicers. From each component a spectrum is extracted or an image is reconstructed at a particular wavelength.
Fr.: fonction intégrale
A function whose image is a subset of the integers, i.e. that takes only integer values.
Fr.: opérateur intégral
Math.: An operator whose inverse is a differential operator.
The function which is being integrated in a given integral.
From L. integrandum, noun use of neuter of integrandus, gerundive of integrare, → integrate.
Dorostâlân, pr.p. of dorostâlidan, → integrate.
dorostâlidan, dorostâl gereftan
1) To carry out the mathematical operation of → integration.
From L. integratus p.p. of integrare "to renew, restore," → integer + -ate a verb forming suffix.
Dorostâlidan, infinitive of dorostâl, → integral; dorostâl gereftan "to take (an) integral;" gereftan "to take, seize" (Mid.Pers. griftan, Av./O.Pers. grab- "to take, seize," cf. Skt. grah-, grabh- "to seize, take," graha "seizing, holding, perceiving," M.L.G. grabben "to grab," from P.Gmc. *grab, E. grab "to take or grasp suddenly;" PIE base *ghrebh- "to seize").
barqrâh-e yekpârxcé, ~ dorostâlidé
Fr.: circuit intégré
A circuit whose components are found on a single semiconductor substrate.
Fr.: électronique intégrée
The branch of electronics that deals with integrated circuits, especially the interdependence of material, circuits, and design.
Fr.: magnitude intégrée
The magnitude an extended object (nebula, galaxy,etc.) would have if all of its light were concentrated into a point source
Fr.: facteur intégrant
A function that converts a → differential equation, which is not exact, into an → exact differential equation. This is done by multiplying all terms of the original equation by the integrating factor.