Understanding mechanisms of drying of a cellulose slurry by magnetic resonance imaging

Cellulose - This study concerns the spatial evolution of the internal components of a macroscopic sample of cellulose slurry during its convective drying. In a first stage, some water is extracted...     

Two New 3D Metal-Organic Frameworks Constructed by Polycarboxylate and N-Donor Ligands: Crystal Structure,Photocatalytic Performances,and DFT Calculation

Russian Journal of Coordination Chemistry - Two new metal-organic frameworks, [Zn(Bdc)(Bip)?H2O] (I) and {[Cd2(Btc)2(H2O)2](H2Bib)· 6H2O} (II) (H2Bdc = 1,3-benzenedicarboxylic acid,...     

Extraction of Cu<Superscript>2+</Superscript> from aqueous solutions using microcapsules containing ionic liquid [BMIM]PF<Subscript>6</Subscript>

Polysulfone (PSF) microcapsules filled with ionic liquid 1-butyl-3-methylimidazolium hexafluorophosphate [BMIM][PF₆] were successfully prepared via solvent evaporation method. The encapsulation capacity of 38.0% was achieved. Microcapsules showed a spherical, porous honeycomb structure. The size of microcapsules was approximately 110 μm and the thickness was approximately 10 μm. Microcapsules have excellent thermal stability, with a higher thermal degradation onset temperature of 360°C compared to traditional extractant-loaded microcapsules. Microcapsules were used to extract Cu²⁺ from aqueous solutions. The effect of chelator, pH, PSF, and ionic liquid on the extraction rate were studied. When chelator was added in aqueous solutions, and the pH of aqueous solutions was 4.5, the extraction rate of microcapsules reached the maximum value, which was 99.0%. These PSF microcapsules containing [BMIM][PF₆] showed potential ability in the treatment of wastewater.     

Efficient and selective analytical method for the quantification of a β-adrenoceptor agonist,isoproterenol, by LC–MS/MS and its application to pharmacokinetics studies

Isoproterenol (ISO) is a synthetic catecholamine with a powerful cardiac stimulate, bronchial smooth and skeletal muscle relaxation, coronary artery and peripheral vasodilator effects. In this study, a simple, rapid, and selective liquid chromatography–tandem mass spectrometry has been developed for the determination of ISO in rat plasma. Proteins were precipitated in plasma samples with 0.1?g?mL^?1 trichloroacetic acid and the ISO/internal standard (IS) were separated on a C₈ column. The ISO was detected by a triple-quadrupole mass spectrometer with electrospray ionization source. The transitions of m/z 212.1?→?193.9 for ISO and m/z 285.2?→?193.2 for IS were conducted through multiple reaction monitoring mode. This method was linear over the range of 2–500?n?g?mL^?1. The intra- and inter-day assay precision were observed between 3 and 10%. The accuracy was within ±11%. Stability study results demonstrated that ISO was stable in the autosampler at 4°C for 24?hr, and for 8?hr at room temperature. Only one freeze–thaw cycle at ?80°C for 24?hr was found to be stable. The validated method was successfully applied to a pharmacokinetic study of ISO in rats following subcutaneous administration.     

Hitting Times of Bessel Processes

Let $T_1^{(\mu)}$ be the first hitting time of the point 1 by the Bessel process with index μ?∈?? starting from x?>?1. Using an integral formula for the density $q_x^{(\mu)}(t)$ of $T_1^{(\mu)}$ , obtained in Byczkowski and Ryznar (Stud Math 173(1):19–38, 2006), we prove sharp estimates of the density of $T_1^{(\mu)}$ which exhibit the dependence both on time and space variables. Our result provides optimal uniform estimates for the density of the hitting time of the unit ball by the Brownian motion in ? ⁿ , which improve existing bounds. Another application is to provide sharp estimates for the Poisson kernel for half-spaces for hyperbolic Brownian motion in real hyperbolic spaces.     

Metric stability of trees and tight spans

We prove optimal extension results for roughly isometric relations between metric ( ${\mathbb{R}}$ R -)trees and injective metric spaces. This yields sharp stability estimates, in terms of the Gromov–Hausdorff (GH) distance, for certain metric spanning constructions: the GH distance of two metric trees spanned by some subsets is smaller than or equal to the GH distance of these sets. The GH distance of the injective hulls, or tight spans, of two metric spaces is at most twice the GH distance between themselves.     

Generalized area operators on L^p（R^n）

We introduce the generalized area operators by using nonnegative measures defined on upper half-spaces R＋^n＋1. The characterization of the boundedness and compactness of the generalized area operator from LP（]Rn） to Lq（IRn） is investigated in terms of s-Carleson measures with 1 〈 p, q 〈 ＋∞. In the case of p = q = 1, the weak type estimate is also obtained.     

Visible light emission in collisions between O5+ ions and He atoms

Visible light emission spectra during collisions between O⁵⁺ ions and He atoms in the range of 200–800 nm at different projectile energies (4.06–5.31 keV-u⁻¹) have been measured. Emission spectra show that there are three channels of excitation in the O⁵⁺-He collision system: (i) single-electron capture into excited states; (ii) double-electron capture into excited states; (iii) direct excitation of target atoms. There are transitions between states with comparably high quantum numbersnl. The absolute emission cross-sections of every spectral line are calculated. The relations of these cross-sections with the energy of the projectiles are studied. Project supported by the National Natural Science Foundation of China and Chinese Association for Atomic and Molecular Dada.     

New Solutions for (1+1)-Dimensional and (2+1)-Dimensional Kaup–Kupershmidt Equations

In this paper, using the exp-function method we obtain some new exact solutions for (1+1)-dimensional and (2+1)-dimensional Kaup–Kupershmidt (KK) equations. We show figures of some of the new solutions obtained here. We conclude that the exp-function method presents a wider applicability for handling nonlinear partial differential equations.