Bestimmung der organischen Bestandteile von Aerosolpartikeln aus Reinluft

Zusammenfassung Das für die Untersuchung der organischen Bestandteile von Reinluft-Aerosolteilchen entwickelte Analysenverfahren beruht auf der Kombination von klassischen Trennmethoden mit Verfahren der Dünnschicht- und der Gas-Chromatographie bzw. der Gas-Chromatographie/Massenspektrometrie. Im Gegensatz zu älteren Verfahren werden alle vorkommenden organischen Verbindungen, soweit sie äther-löslich sind bzw. in eine äther-lösliche Form überführt werden können, erfaßt. Die verfahrensbedingten Substanzverluste sind so gering, daß schon 100 mg Aerosolteilchen ausreichend sind für die Analyse der organischen Bestandteile (bei ca. 10% organischer Substanz). Ein Anwendungsbeispiel für das Analysenverfahren wird gegeben. Best. von Organ. Substanzen in Luft; Chromatographie, Dünnschicht/Chromatographie, Gas/Massenspektrometrie; Aerosolbestandteile in Reinluft.

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Determination of the organic constituents of aerosol particles from clean air

The method developed for analysing the organic matter of atmospheric particles from clean air is based on the combination of classical separation procedures and thinlayer chromatography together with gas chromatography and gas chromatography/mass spectrometry, respectively. In contrast to methods published earlier, all organic compounds present can be detected (if they are or can be converted to compounds soluble in ether). The loss of organic matter inherent in the analytical procedure is small enough to allow the determination of the organic constituents of 100 mg of aerosol particles (with about 10% organic matter). An example for the application of the analytical method is presented.

     

Studies Related to Biological Detoxification of Kraft Pulp Mill Effluent. IV.The Biodegradation of 14-Chlorodehydroabietic Acid with Mortierella isabellina

One of the fish-toxic chlorinated resin acids, 14-chlorodehydroabietic acid ( 5 ), found in kraft mill effluent is examined. When exposed to the fungus Mortierella isabellina, 5 is converted into a number of hydroxylated derivatives which show low levels of toxicity to fish. These biotransformation products were isolated and characterized.     

Optimizing the source distribution in fluid mixing

A passive scalar is advected by a velocity field, with a nonuniform spatial source that maintains concentration inhomogeneities. For example, the scalar could be temperature with a source consisting of hot and cold spots, such that the mean temperature is constant. Which source distributions are best mixed by this velocity field? This question has a straightforward yet rich answer that is relevant to real mixing problems. We use a multiscale measure of steady-state enhancement to mixing and optimize it by a variational approach. We then solve the resulting Euler-Lagrange equation for a perturbed uniform flow and for simple cellular flows. The optimal source distributions have many broad features that are as expected: they avoid stagnation points, favour regions of fast flow, and their contours are aligned such that the flow blows hot spots onto cold and vice versa. However, the detailed structure varies widely with diffusivity and other problem parameters. Though these are model problems, the optimization procedure is simple enough to be adapted to more complex situations.     

Green's function of radial inhomogeneous spheres excited by internal sources

Green's function in the interior of penetrable bodies with inhomogeneous compressibility by sources placed inside them is evaluated through a Schwinger-Lippmann volume integral equation. In the case of a radial inhomogeneous sphere, the radial part of the unknown Green's function can be expanded in a double Dini's series, which allows analytical evaluation of the involved cumbersome integrals. The simple case treated here can be extended to more difficult situations involving inhomogeneous density as well as to the corresponding electromagnetic or elastic problem. Finally, numerical results are given for various inhomogeneous compressibility distributions.     

Thickness dependent formation and properties of GdSi2/Si(100) interfaces

Epitaxial and polycrystalline orthorhombic GdSi₂ films were grown on Si(100) substrates by solid phase reaction between Si and Gd films at different thicknesses of the Gd film . The most important property of these GdSi₂/Si interfaces was defect formation. This was investigated by studying the properties of the Schottky barriers by means of current voltage and capacitance–voltage characteristics, deep level transient spectroscopy by double crystal X-ray diffractometry, and transmission electron microscopy. Epitaxial growth of the silicide layer ensured a relatively low interface defect density (about 10¹⁰ cm^-2), while the non-epitaxial growth induced defects of a much higher density (about 10¹² cm^-2). The defects generated during the silicide formation are located within a depth of about 10 nm from the GdSi₂/Si interface. PACS 68.55.-a; 73.40.-c; 81.15-zThis revised version was published in March 2005. References 10-17 were added in the online version (pdf file).     

Beauty contributions to dilepton production at hadron colliders: analytic calculations

QCD heavy-quark production and their tree-level decays, including the cascadeb→c→μ, with hadronization effects are factorized into an analytic formula, consistent with available dimuon crosssection data and Monte-Carlo estimates, readily applicable in a wide energy range with a variety of experimental cuts.     

The cohomology groups of a special Einstein manifold

Summary We consider a compact orientable Einstein manifold of even dimension n=2m, which is k-pinched. If k>[m(m−1) ₂ (2m−1) ₂ (2m−1)+3], then there exists no element, different from zero of the H ₂ (M,R) such that its exterior m-power belongs to a zero class. This result has some applications to the topological product of manifold. Entrata in Redazione il 27 settembre 1977.     

Cochlea's graded curvature effect on low frequency waves

In the ear, sound waves are processed by a membrane of graded mechanical properties that resides in the fluid-filled spiral cochlea. The role of stiffness grading as a Fourier analyzer is well known, but the role of the curvature has remained elusive. Here, we report that increasing curvature redistributes wave energy density towards the cochlea's outer wall, affecting the shape of waves propagating on the membrane, particularly in the region where low frequency sounds are processed.     

An EEG study of brain connectivity dynamics at the resting state

We investigated the dynamical behavior of resting state functional connectivity using EEG signals. Employing a recently introduced methodology that considers the time variations of phase coupling among signals from different channels, a sequence of functional connectivity graphs (FCGs) was constructed for different frequency bands and analyzed based on graph theoretic tools. In the first stage of analysis, hubs were detected in the FCGs based on local and global efficiency. The probability of each node to be identified as a hub was estimated. This defined a topographic function that showed widespread distribution with prominence over the frontal brain regions for both local and global efficiency. Hubs consistent across time were identified via a summarization technique and found to locate over forehead. In the second stage of analysis, the modular structure of each single FCG was delineated. The derived time-dependent signatures of functional structure were compared in a systematic way revealing fluctuations modulated by frequency. Interestingly, the evolution of functional connectivity can be described via abrupt transitions between states, best described as short-lasting bimodal functional segregations. Based on a distance function that compares clusterings, we discovered that these segregations are recurrent. Entropic measures further revealed that the apparent fluctuations are subject to intrinsic constraints and that order emerges from spatially extended interactions.     

Scale-dependent three-dimensional charged black holes in linear and non-linear electrodynamics

In the present work we study the scale dependence at the level of the effective action of charged black holes in Einstein–Maxwell as well as in Einstein–power-Maxwell theories in \((2+1)\)-dimensional spacetimes without a cosmological constant. We allow for scale dependence of the gravitational and electromagnetic couplings, and we solve the corresponding generalized field equations imposing the null energy condition. Certain properties, such as horizon structure and thermodynamics, are discussed in detail.