20,848 research outputs found

    3GPP QoS Model for Networks Using 3GPP QoS Classes

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    3GPP QoS Model for Networks Using 3GPP QoS Classes

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    This draft describes an NSIS QoS Model (QOSM) based on 3GPP QoS classes and bearer service attributes. Specifically, this draftdescribes additional optional parameters for QSPEC which carries 3GPP QOSM specific information and how the QSPEC information should be processed in QNEs.\u

    Are better conducting molecules more rigid?

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    We investigate the electronic origin of the bending stiffness of conducting molecules. It is found that the bending stiffness associated with electronic motion, which we refer to as electro-stiffness, κe\kappa_{e}, is governed by the molecular orbital overlap tt and the gap width uu between HOMO and LUMO levels, and behaves as κe∼t2/u2+t2\kappa_{e}\sim t^{2}/\sqrt{u^2+t^{2}}. To study the effect of doping, we analyze the electron filling-fraction dependence on κe\kappa_{e} and show that doped molecules are more flexible. In addition, to estimate the contribution of κe\kappa_{e} to the total stiffness, we consider molecules under a voltage bias, and study the length contraction ratio as a function of the voltage. The molecules are shown to be contracted or dilated, with κe\kappa_{e} increasing nonlinearly with the applied bias

    Unified entropy, entanglement measures and monogamy of multi-party entanglement

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    We show that restricted shareability of multi-qubit entanglement can be fully characterized by unified-(q,s)(q,s) entropy. We provide a two-parameter class of bipartite entanglement measures, namely unified-(q,s)(q,s) entanglement with its analytic formula in two-qubit systems for q≥1q\geq 1, 0≤s≤10\leq s \leq1 and qs≤3qs\leq3. Using unified-(q,s)(q,s) entanglement, we establish a broad class of the monogamy inequalities of multi-qubit entanglement for q≥2q\geq2, 0≤s≤10\leq s \leq1 and qs≤3qs\leq3.Comment: 17 pages, 1 figur

    Fractional-submerged membrane distillation crystallizer (F-SMDC) for treatment of high salinity solution

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    © 2018 Elsevier B.V. Membrane distillation with crystallization (MDC) is an attractive process for high saline seawater reverse osmosis (SWRO) brine treatment. MDC produces additional fresh water while simultaneously recovering valuable resources. This study developed a novel approach of fractional-submerged MDC (F-SMDC) process, in which MD and crystallizer are integrated in a feed tank with a submerged membrane. F-SMDC principle is based on the presence of temperature/concentration gradient (TG/CG) in the feed reactor. The operational conditions at the top portion of the feed reactor (higher temperature and lower feed concentration) was well suited for MD operation, while the bottom portion of the reactor (lower temperature and higher concentration) was favourable for crystal growth. F-SMDC performance with direct contact MD to treat brine and produce sodium sulfate (Na2SO4) crystals using TG/CG showed positive results. The TG/CG approach in F-SMDC enabled to achieve higher water recovery for brine treatment with a volume concentration factor (VCF) of over 3.5 compared to VCF of 2.9 with a conventional S-MDC set-up. Further, the high feed concentration and low temperature at the reactor bottom in F-SMDC enabled the formation of Na2SO4 crystals with narrow crystal size distribution

    Effect of chemical and physical factors on the crystallization of calcium sulfate in seawater reverse osmosis brine

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    © 2017 Elsevier B.V. A major challenge of seawater reverse osmosis (SWRO) desalination process corresponds to the management of concentrated brine waste because discharging the brine back into the sea influences the marine ecosystem and incurs additional costs to plants. A membrane distillation crystallizer (MDC) can further produce clean water and simultaneously recover valuable resources from the concentrated brine; this is more environmentally and economically optimal. SWRO brine contains salts, which contribute to scaling development during the MDC operation. Hence, the main goals of this study was to observe the crystallization tendency of calcium sulfate (CaSO4) under high salinity and, to examine other inorganic and organic compounds and operational conditions that affect the CaSO4 crystallization. The crystallization tendency of CaSO4 in SWRO brine was examined with respect to different temperatures; changes in pH values; and in the presence of co-existing ions, chemical agents, and organic matters as well as physical factors. The results showed that the size and quantity of crystals formed increased at higher temperatures. Furthermore, an increase in the pH values increased the crystal size. At higher pH, the complexion of NaCl along with CaSO4 was created. Moreover, stirring enhanced CaSO4 crystal formation due to the kinetic mechanism

    Determination of αs\alpha_s from Gross-Llewellyn Smith sum rule by accounting for infrared renormalon

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    We recapitulate the method which resums the truncated perturbation series of a physical observable in a way which takes into account the structure of the leading infrared renormalon. We apply the method to the Gross-Llewellyn Smith (GLS) sum rule. By confronting the obtained result with the experimentally extracted GLS value, we determine the value of the QCD coupling parameter which turns out to agree with the present world average.Comment: invited talk by G.C. in WG3 of NuFact02, July 1-6, 2002, London; 4 pages, revte

    Time-dependent coupled oscillator model for charged particle motion in the presence of a time varyingmagnetic field

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    The dynamics of time-dependent coupled oscillator model for the charged particle motion subjected to a time-dependent external magnetic field is investigated. We used canonical transformation approach for the classical treatment of the system, whereas unitary transformation approach is used when managing the system in the framework of quantum mechanics. For both approaches, the original system is transformed to a much more simple system that is the sum of two independent harmonic oscillators which have time-dependent frequencies. We therefore easily identified the wave functions in the transformed system with the help of invariant operator of the system. The full wave functions in the original system is derived from the inverse unitary transformation of the wave functions associated to the transformed system.Comment: 16 page
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