Microwave Materials and Applications 2V Set 2017
DOI: 10.1002/9781119208549.ch2
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Modeling of Microwave Dielectric Properties of Composites

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Cited by 5 publications
(3 citation statements)
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“…To this end, we consider the work of Shannon (1993), who derived the dielectric polarizabilities of 61 ions through a least squares refinement technique of dielectric measurements of 129 oxides and 25 fluorides using the Clausius‐Mosotti (CM) equation (Equation ) and the additivity rule of molecular polarizabilities. The additivity rule of molecular polarizabilities (ARMP) is a theory stating that the molecular polarizability of a complex substance can be determined by the additive polarizabilities of fundamental molecular constituents (Blair & Thakkar, 2014; Cygan & Lasaga, 1986; Shannon, 1993; Tuhkala et al., 2017). For some theoretical ions M 2+ , M ′ 4+ , and X 2− and corresponding molecules normalM2normalMnormalX4, MX, and M ′ X 2 the ARIP theory states that αnormalDfalse(normalM2normalMnormalX4false)=2αnormalDfalse(MXfalse)0.25em+0.25emαnormalDfalse(normalMX2false). …”
Section: Discussionmentioning
confidence: 99%
“…To this end, we consider the work of Shannon (1993), who derived the dielectric polarizabilities of 61 ions through a least squares refinement technique of dielectric measurements of 129 oxides and 25 fluorides using the Clausius‐Mosotti (CM) equation (Equation ) and the additivity rule of molecular polarizabilities. The additivity rule of molecular polarizabilities (ARMP) is a theory stating that the molecular polarizability of a complex substance can be determined by the additive polarizabilities of fundamental molecular constituents (Blair & Thakkar, 2014; Cygan & Lasaga, 1986; Shannon, 1993; Tuhkala et al., 2017). For some theoretical ions M 2+ , M ′ 4+ , and X 2− and corresponding molecules normalM2normalMnormalX4, MX, and M ′ X 2 the ARIP theory states that αnormalDfalse(normalM2normalMnormalX4false)=2αnormalDfalse(MXfalse)0.25em+0.25emαnormalDfalse(normalMX2false). …”
Section: Discussionmentioning
confidence: 99%
“…To meet the needs and expectations of the global society, it is important to develop new technologies for the production of low-loss microwave dielectric ceramics to be integrated into microelectronic components and electronic circuits as resonators, antennas, filters, and capacitors (Narang and Bahel, 2010;Sebastian et al, 2015;Sulong et al, 2016;Tuhkala et al, 2017). In addition to intrinsic material properties, the broad application value of low-loss ceramics is strongly influenced by various parameters, such as porosity, particle size, stoichiometry, purity of raw constituents and various processing conditions.…”
Section: Introductionmentioning
confidence: 99%
“…To meet the needs and expectations of the global society, it is important to develop new technologies for the production of low-loss microwave dielectric ceramics to be integrated into microelectronic components and electronic circuits as resonators, antennas, filters, and capacitors [1][2][3][4]. In addition to intrinsic material properties, the broad application value of low-loss ceramics is strongly influenced by various parameters, such as porosity, particle size, stoichiometry, purity of raw constituents and various processing conditions.…”
Section: Introductionmentioning
confidence: 99%