electric multipole moment
- electric multipole moment
- elektrinis daugiapolis momentas
statusas T sritis fizika
atitikmenys: angl. electric multipole moment
vok. elektrisches Multipolmoment, n
rus. электрический мультипольный момент, m
pranc. moment électro-multipolaire, m; moment multipôle électrique, m
Fizikos terminų žodynas : lietuvių, anglų, prancūzų, vokiečių ir rusų kalbomis. – Vilnius : Mokslo ir enciklopedijų leidybos institutas.
Vilius Palenskis, Vytautas Valiukėnas, Valerijonas Žalkauskas, Pranas Juozas Žilinskas.
2007.
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Multipole moment — In mathematics, especially as applied to physics, multipole moments are the coefficients of a series expansion of a potential due to continuous or discrete sources (e.g., an electric charge distribution). A multipole moment usually involves… … Wikipedia
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moment multipôle électrique — elektrinis daugiapolis momentas statusas T sritis fizika atitikmenys: angl. electric multipole moment vok. elektrisches Multipolmoment, n rus. электрический мультипольный момент, m pranc. moment électro multipolaire, m; moment multipôle… … Fizikos terminų žodynas
moment électro-multipolaire — elektrinis daugiapolis momentas statusas T sritis fizika atitikmenys: angl. electric multipole moment vok. elektrisches Multipolmoment, n rus. электрический мультипольный момент, m pranc. moment électro multipolaire, m; moment multipôle… … Fizikos terminų žodynas
Multipole moments — are the coefficients of a series expansion of a potential due to continuous or discrete sources (e.g., an electric charge distribution). A multipole moment usually involves powers (or inverse powers) of the distance to the origin, as well as some … Wikipedia
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Axial multipole moments — are a series expansionof the electric potential of acharge distribution localized close to the origin along one Cartesian axis, denoted here as the z axis. However, the axial multipole expansion can also be applied to any potential or field that… … Wikipedia
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Spherical multipole moments — are the coefficients in a series expansionof a potential that varies inversely with the distance R to a source, i.e., as frac{1}{R}. Examples of such potentials are the electric potential, the magnetic potential and the gravitational… … Wikipedia