1991
DOI: 10.1007/bf01008897
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A model for the complex permittivity of water at frequencies below 1 THz

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Cited by 537 publications
(376 citation statements)
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“…In our approach, Liebe model [20] of complex refractive index of water, which is a function of temperature, has been used to obtain the Mie coefficients. The temperature of rainy medium is considered 20 • C in ITU-R model which is suitable for temperate region.…”
Section: Rain Attenuation Modelingmentioning
confidence: 99%
“…In our approach, Liebe model [20] of complex refractive index of water, which is a function of temperature, has been used to obtain the Mie coefficients. The temperature of rainy medium is considered 20 • C in ITU-R model which is suitable for temperate region.…”
Section: Rain Attenuation Modelingmentioning
confidence: 99%
“…Moreover, the dielectric properties of bacteria are assumed here to be similar to the water. This assumption is motivated by the availability of water properties in the terahertz and the infrared bands (see [14] for the range 15 THz-150 THz, [15] for the range 5 GHz-30 THz, and [16] for the range 114-833 THz). Also, this approximation has been utilized in the literature at lower frequencies and can be justified by the fact that water constitutes the majority of the cellular contents [17].…”
Section: Numerical Resultsmentioning
confidence: 99%
“…(16), we have the approximate forms of extinction cross section and specific rain attenuation Figure 2 shows the behavior of rain attenuation for several parameters. The permittivity of water is a function of temperature and frequency, and one of the proposed formulas [19] gives, at 20 • C, ε r = 79. 8 − j4.4, 60.8 − j32.7, 7.4 − j12.6, and 4.0 − j2.2 for 1, 10, 100, and 1000 GHz, respectively.…”
Section: Fineness Of Drop Size Modelingmentioning
confidence: 99%
“…Table 2. Complex conjugate of relative permittivity of water [19]. Figure 3 shows the deviation of the rain attenuation γ from that at 20 • C as a function of the frequency f , temperature T , and rainfall R. In order that the results may be deterministic, we neglect the multiple scattering effect which depends on the position of spheres.…”
Section: Fineness Of Drop Size Modelingmentioning
confidence: 99%
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