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Lu W.-T.,Linyi Normal University
Applied Physics Letters

We study resonant tunneling through a magnetic barrier structure in graphene, on the basis of Fabry-Pérot interference effect. For parallel structure, the Fabry-Pérot resonance displays symmetric distribution in (E, ky) space, and the transmission range is shrunk rapidly with the increased magnetic barrier or period number. For antiparallel structure, there exists a complex resonant tunneling caused by the combined effect of Fabry-Pérot resonance and line-type resonance, which are related to resonant states in the vector potential barriers and wells, respectively. Such a transmission difference leads to a giant magnetoresistance ratio which can be effectively controlled by adjusting the magnetic field. © 2014 AIP Publishing LLC. Source

The solubility of 2,4-dichlorophenoxyacetic acid in toluene, tetrachloromethane and the binary solvent mixtures of (cyclohexane + ethyl acetate) was determined from 293.15 K to 341.05 K using a synthetic method. Modified Apelblat and polynomial empirical equations were proposed to correlate the experimental solubility data. The fusion point temperature and enthalpy of fusion were determined by DSC. In addition, activity coefficients of 2, 4-dichlorophenoxyacetic acid, enthalpies of dissolution of the resulting solutions were estimated. © 2013 Elsevier B.V. All rights reserved. Source

Yingkui L.,Linyi Normal University
Spectrochimica Acta - Part A: Molecular and Biomolecular Spectroscopy

In this paper, we report the synthesis, characterization, crystal structure, and photophysical properties of a Eu3+ complex of Eu(TTA)3Phen, where TTA = 2-thenoyltrifluoroacetonate, and Phen = 1,10-phenanthroline. Its elementary application for oxygen-sensing application is also investigated by doping it into a polymer matrix of polystyrene (PS). Experimental data suggest that the 3 wt% doped Eu(TTA)3Phen nanofibrous membrane exhibits a high sensitivity of 3.4 towards oxygen with a good linear relationship of R2 = 0.996. In addition, the 3 wt% doped Eu(TTA)3Phen nanofibrous membrane owns a quick response of 9 s towards molecular oxygen, along with its excellent atmosphere insensitivity and photobleaching resistance. All these results suggest that both Eu(TTA) 3Phen and Eu(TTA)3Phen/PS system are promising candidates for oxygen-sensing optical sensors. © 2011 Elsevier B.V. Source

Dynamics of lipid bodies and plastids in chili pepper fruits during ripening were investigated by means of transmission electron microscopy. Mesocarp of chili pepper fruits consists of collenchyma, normal parenchyma, and huge celled parenchyma. In mature green fruits, plastids contain numerous thylakoids that are well organized into grana in collenchyma, a strikingly huge amount of starch and irregularly organized thylakoids in normal parenchyma, and simple tubes rather than thylakoids in huge celled parenchyma. These morphological features suggest that plastids are chloroplasts in collenchyma, chloroamyloplasts in normal parenchyma, proplastids in huge celled parenchyma. As fruits ripen to red, plastids in all cell types convert to chromoplasts and, concomitantly, lipid bodies accumulate in both cytoplasm and chromoplasts. Cytosolic lipid bodies are lined up in a regular layer adjacent to plasma membrane. The cytosolic lipid body consists of a core surrounded by a membrane. The core is comprised of a more electron-dense central part enclosed by a slightly less electron-dense peripheral layer. Plastidial lipid bodies in collenchyma, normal parenchyma, and endodermis initiate as plastoglobuli, which in turn convert to rod-like structures. Therefore, plastidial lipid bodies are more dynamic than cytosolic lipid bodies. Both cytosolic and plastidial lipid bodies contain rich unsaturated lipids. © 2012 Elsevier Ltd. Source

Ma Z.M.,Wuhan University | Ma Z.M.,Linyi Normal University | Hu B.Q.,Wuhan University
Information Sciences

This paper builds the topological and lattice structures of L-fuzzy rough sets by introducing lower and upper sets. In particular, it is shown that when the L-relation is reflexive, the upper (resp. lower) set is equivalent to the lower (resp. upper) L-fuzzy approximation set. Then by the upper (resp. lower) set, it is indicated that an L-preorder is the equivalence condition under which the set of all the lower (resp. upper) L-fuzzy approximation sets and the Alexandrov L-topology are identical. However, associating with an L-preorder, the equivalence condition that L-interior (resp. closure) operator accords with the lower (resp. upper) L-fuzzy approximation operator is investigated. At last, it is proven that the set of all the lower (resp. upper) L-fuzzy approximation sets forms a complete lattice when the L-relation is reflexive. © 2012 Published by Elsevier Inc. All rights reserved. Source

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