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Dielectric Constant and Loss [PDF]
Dielectric Behaviour and Structure Dielectric Constant and Loss, Dipole Moment and Molecular Structure. By Prof. Charles Phelps Smyth. (International Chemical Series.) Pp. x + 441. (London: McGraw-Hill Publishing Company, Ltd., 1955.) 64s. 6d.
J. C. D. Brand
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Dielectric and polarization experiments in high loss dielectrics: A word of caution [PDF]
The recent quest for improved functional materials like high permittivity dielectrics and/or multiferroics has triggered an intense wave of research. Many materials have been checked for their dielectric permittivity or their polarization state. In this report, we call for caution when samples are simultaneously displaying an insulating behavior and a ...
Maglione, Mario, Subramanian, M. A.
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Dielectric losses in insulating materials [PDF]
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C. Skinner
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Low-Loss Plasmonic Dielectric Nanoresonators [PDF]
9 pages, 6 figures, supplementary not ...
Yi Yang+4 more
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In this paper, the transition probability distribution function including two parameters is derived using the whole Wigner function. The Jonscher's empirical formula of dielectric loss can be interpreted. This is a improvement on Ngai's theory of dielectric loss.
Liu Fu-Sui, Fan Xi-Ming
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Dielectric Loss of Boron-Based Dielectrics on Niobium Resonators [PDF]
Advanced solid-state quantum bits (qubits) are likely to require a variety of dielectrics for wiring crossovers, substrates, and Josephson junctions. Microwave superconducting resonators are an excellent tool for measuring the internal dielectric loss of materials. We report the dielectric loss of boron-based dielectric films using a microwave coplanar
Wisbey, David S.+12 more
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The expression of dielectric losses in cables [PDF]
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Dielectric loss in porous TiO2 [PDF]
Abstract The dielectric loss behavior of TiO 2 was characterized on samples of variable porosity and variable pore size. Pores were formed by two methods: varying the sintering temperature and by the addition of a spherical carbon porogen. Porosities varied from 5.9% to 59.3%.
John W. Halloran, Zachary N. Wing
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Polarisation and Energy Loss in Dielectrics [PDF]
The Paper discusses the relations which should exist between the coefficients in Pellat's equation (as modified by Schweidler) giving the displacement in a viscous dielectric as a function of the time of charge and the P.D. It is proved that where the polarisation current of a dielectric under the action of a steady E.M.F.
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Bethe-Salpeter equation (BSE) in the self-consistent Hartree-Fock (HF) basis is often used for describing complex many-body effects in material science applications. Its exact solution on the real-frequency axis at finite temperature for polarization using the diagrammatic Monte Carlo method [Phys. Rev.
Tupitsyn, I. S., Prokof'ev, N. V.
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