<< < "no abe acc act aff ama ani ant aps ast atm aut bar bic Boh bou cal car cel che cla col com com Com con con con con con con con con con con con con Cor cor cot cul de- dec dem des dif dil dir dis dom dyn Edd ele ele emi equ Eve exc exp fac fin for fre fuz gen Glo gra gra Ham hel hor hyd ign inc inf Inf int Int int ion irr jum Lag lea lig lin Lor Lyo mag mat met min Mon moo NaC neg New New non non non nul obs one opt Ori oxi par per per phl pho pla Pla pol pos pre pro pro pse qua rad rad rea rec reg rel res ret rot Ryd sci sec sec sep sim Soc son spe sta Ste Sto sub sup syn the Tho top tra Tro unc vec vio Was Wil Zhe > >>
precessional pišâyâni Fr.: précessionnel Of or pertaing to → precession. → precession; → -al. |
precessional circle parhun-e pišâyâni Fr.: circle précessionnel The path of either → celestial poles around the → ecliptic pole due to the → precession of equinox. It takes about 26,000 years for the celestial pole to complete path. → precessional; → circle. |
precipitation 1) bâreš (#), rizeš (#); 2) tahnešast (#) Fr.: précipitation 1) Meteo.: Any form of water, such as rain, snow, sleet, or hail, that falls
to the Earth's surface. The quantity of such water falling in a specific area within a
specific period. From M.Fr. précipitation, from L. præcipitationem "act or fact of falling headlong, haste," from præcipitare "fall, be hasty," from præceps "steep, headlong, headfirst," from præ- "forth" + caput, → head. 1) Bâreš, verbal noun of bâridan "to rain,"
bârân "rain;" Mid.Pers. vâritan, vârân;
Av. vār- "rain; to rain;" cf.
Skt. vār- "rain, water; to rain;" PIE base *uer-
"water, rain, river." |
precision parsuneš Fr.: précision 1) The state or quality of being → precise. Verbal noun from → precise. |
predation caveš Fr.: prédation 1) Act of plundering or robbing; predatory behavior. Verbal noun, → prey. |
prehension nuteš Fr.: préhension 1) Zoology Psychology: The action of grasping or seizing. Verbal noun of → prehend. |
preon preon Fr.: préon In → particle physics, any of postulated "point-like" particles from which are composed → quarks and → leptons. In other words, preon models assume there is a more fundamental kind of particle than those so far known. Different preon models consider different numbers and different natures of the preons. Coined by Jogesh Pati and Abdus Salam in 1974, from → pre- + → -on. |
preposition pišhel Fr.: préposition A word used with a noun or pronoun to mark its relation with another word. From L. praepositionem "a putting before," from praepositus, p.p. of praeponere "put before," from prae "before," → pre-, + ponere "put, set, place," → position. Pišhel, from piš-, "before," → pre-, + hel-, helidan, heštan "to place, put," → leap. |
prescription pišvešt Fr.: prescription, ordonnance 1) An act of prescribing. |
present-day mass function (PDMF) karyâ-ye jerm-e konuni, ~ ~ emruzi Fr.: fonction de masse actuelle The present number of stars on the → main sequence per unit logarithmic mass interval per square parsec. The PDMF is the basis for deriving the → initial mass function (IMF). This mass function is not corrected for stellar evolution nor losses through stellar deaths. |
pressure ionization yoneš-e fešâri Fr.: ionisation par pression A physical state of dense matter in which the electrostatic field of one atom should influence a neighboring atom and hence disturb atomic levels. In extreme case, such as white dwarfs, electron clouds practically rub and electrons are ionized off the parent atoms. → pressure; → ionization. |
primordial curvature perturbation partureš-e xamidegi-ye bonâqâzin Fr.: perturbation de courbure primordiale In cosmological models, the phenomenon that is supposed to seed the → cosmic microwave background anisotropies and the structure formation of the Universe. → primordial; → curvature; → perturbation. |
principle of action and reaction parvaz-e žireš va vâžireš, ~ koneš va vâkoneš Fr.: principe d'action et de réaction Newton's third law of motion, which states that for every action there must be an equal and opposite reaction. |
principle of constancy parvaz-e pâyâyi tondi-ye nur Fr.: principe de la constance de la vitesse de la lumière The second postulate in Einstein's theory of → special relativity whereby the → velocity of light in → vacuum has the same absolute value in all → inertial reference frames irrespective of the direction and speed of propagation of the light source. It should be emphasized that this constancy of the speed of light holds among → reference frames moving uniformly with respect to each other. An observer accelerated with respect to a light source will measure a speed of light that is smaller than the speed of light measured in a → rest frame. See also → principle of relativity. |
principle of least action parvaz-e kamtarin žireš, ~ ~ koneš Fr.: principe de moindre action The principle that, for a system whose total mechanical energy is conserved, the path to be taken for the system from one configuration to another is the one whose action has the least value relative to all other possible paths and from the same configurations. Also called Maupertuis' principle, least-action principle. |
principle of non-contradiction parvaz-e nâpâdguyi Fr.: principe de non-contradiction The third principle of → formal logic introduced in Aristotle's theory of the → syllogism: No statement can be both → true and → false at the same time. Also called → law of non-contradiction. → principle; → non-; → contradiction. |
printer font rixtâr-e câpgar Fr.: fonte d'imprimante A font used for printing. See also → screen font. |
privatization vâvaneš Fr.: privatisation The transfer from public to private ownership. |
probability density function karyâ-ye cagâli-ye šavânâyi Fr.: fonction de densité de probabilité A mathematical function whose integral over any interval gives the probability that a continuous → random variable has values in this interval. Also known as → density function, frequency function, → probability function. → probability; → density; → function. |
probability distribution vâbâžeš-e šavânâyi Fr.: distribution de probabilité The function that describes the range of possible values that a random variable can attain and the probability that the value of the random variable is within any (measurable) subset of that range. → probability; → distribution. |
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