(redirected from Maxwell-Garnett)
MGMyasthenia Gravis
MGMorris Garages (UK sports car manufacturer)
MGMachine Gun
MGMinas Gerais (Brazil)
MGMetal Gear (game)
MGManagement Group
MGMedical Group
MGMajor General
MGMardi Gras
MGMorning Glory
MGMadagascar (ISO country code, top level domain)
MGMaster Gardener
MGMedia Gateway (packet based telephony; between PSTN and packet network)
MGMel Gibson (actor/producer)
MGMixed Grain (lumber industry)
MGMarvin Gaye (singer)
MGMahatma Gandhi
MGMagic Gate (Sony memory card DRM)
MGMiddle Ground (sprite comic website)
MGMean Girls (film)
MGMaschinengewehr (German: Machine Gun)
MGMatch Game
MGMini-Game (gaming)
MGMilitary Government
MGMachine Gunner
MGMain Gauche (accordion, left hand side)
MGMatt Groening
MGMiniature Golf
MGMilli Gazette (Indian newspaper)
MgMegagram (metric tonne)
MGMonitoring Group (supervisory body)
MGMarine Group
MGMonster Garage (Discovery Channel)
MGMetal Gate (semiconductors)
MGMolecular Geometry (chemistry)
MGMini-Gun (light machine gun)
MGManaging Gigabytes
MGMagic Gladiator (gaming)
MGMaximum Gain (antennas)
MGMongolian Grill (restaurant)
MGMetallgesellschaft (Frankfurt, Germany)
MGMaster Gunner (UK Military)
MGMissile Guidance (radar)
MGMetre-Gauge (railway)
MGMinimum Guarantee
MGMain Generator
MGMessage Generator
MGMultinational Group
MGMauser Gewehr (WWII German infantry)
MGMulti-Grid (algorithm)
MGMoongate (online game, now Materia Magica)
MGMedal for Gallantry (Australian Defence Force)
MGMenin Gate
mGMiles Gloriosus (gaming clan)
MGMinority Game (financial markets model)
MGMaxwell-Garnett (formula)
MGMarine Gunner
MGMessage Gateway
MGMario Guide (website)
MGMongomery Gentry (band)
MGMeibion Glyndwr (Welsh)
MGMorewood Gardens (Carnegie Mellon University)
MGMega Geek
MGMirovna Grupa
MGMean Grayness
MGMissing Grade (various schools)
MGMinister of the Gospel
References in periodicals archive ?
However, apart from the core-shell model, the classical mixing formulas such as the Mean-field approach by Maxwell-Garnett [12], the Litchenker's Logarithmic mixture formula [13,14], the Bruggeman mixing formula [15], the analytical approaches using the diagrammatic expansions [16] and Fourier series [17] have also the potential to be used for the metal powder composites in a way similar to the dielectric mixtures for which these formulas were originally proposed.
These estimated material properties are then compared with the standard Maxwell-Garnett law [12], the Logarithmic law of mixing [13, 14], and the Clausius-Mossotti relationship [32] for various volume fractions and permittivity values in order to validate the proposed approach.
Firstly, the proposed unit cell approach is validated for some standard mixed dielectric samples by comparing the results of the proposed unit cell approach assuming a TEM mode propagation with those obtained by the conventional mixing formulas such as the Maxwell-Garnett, Logarithmic laws etc.
Table 1 shows a comparison of the the complex relative permittivity obtained by the Maxwell-Garnett Law, the Logarithmic Law, and the proposed unit cell approach.
10] Two theoretical formulations were used in the current study, a self-consistent theory similar to that of Webman[4] and a modification of the Maxwell-Garnett theory.
Equation 5 and the more familiar Maxwell-Garnett formulation become numerically equivalent when either the composite constituents have permittivities that are not too different, that is, [Epsilon.
Those results are similar to those that applied the Maxwell-Garnett model in the optimum design of mm-wave windows.
As previously theorized, negligible differences were obtained when comparing Maxwell-Garnett and the EMT of Webman since fiber and polymer permittivities are comparable and the composites tested absorbed less than 5 percent water by volume.
Active Maxwell-Garnett composite with the unit refractive index," Physica B: Condensed Matter, Vol.
Evaluation of extended Maxwell-Garnett theories," Optics Communications, Vol.
Smith, "The consistent application of Maxwell-Garnett effective medium theory to anisotropic composites," Appl.