Few-electron molecular states and their transitions in a single InAs quantum dot molecule

We study electronic configurations in a single pair of vertically coupled self-assembled InAs quantum dots, holding just a few electrons. By comparing the experimental data of nonlinear single-electron transport spectra in a magnetic field with many-body calculations, we identify the spin and orbital configurations to confirm the formation of molecular states by filling both the quantum mechanically coupled symmetric and antisymmetric states. Filling of the antisymmetric states is less favored with increasing magnetic field, and this leads to various magnetic field induced transitions in the molecular states.     

Excited-state intramolecular proton transfer (ESIPT) fluorescence from 3-amidophthalimides displaying RGBY emission in the solid state

Fluorescence properties of phthalimide derivatives (1) incorporating sulfonamide and acetamide functionalities at the 3-position were investigated both in solution and in the solid states to reveal the effects of the amide functionalities on the fluorescence properties. In the solid state, sulfonamides 1a and 1b, respectively, gave off red (λ^F_max 595?nm) and green (λ^F_max 537?nm) emission through an ESIPT process. Acetamides 1c and 1d, respectively displayed blue (λ^F_max 432?nm) and yellow (λ^F_max 560?nm) emission. Through simply modifying the amide functionality, phthalimide 1 displayed multicolor RGBY emission in the solid state.     

Internal friction analysis of structural relaxation in Si-C-O glass

Forced torsional oscillations has been recorded in Si-C-O glass up to elevated temperatures (≈1900 K). An attempt is shown to extend the measurements into the transformation range where internal friction merely arises from a viscosity-related mechanism and is represented by a background curve, or network contribution (i.e., that component of the internal friction curve which remains after a peak caused by stress-induced anelastic phenomena has been subtracted). Below 2000 K, the internal friction background curve is affected by delayed elasticity. On the other hand, using an approximate expression which relates the tangent of the loss angle to the glass viscosity, it is shown that the frequency dependence of the background internal friction above 2000 K can be simply explained in terms of a Maxwell model. In other words, viscous flow simply represents the high-temperature limiting behavior for the silicon oxycarbide glass, but it is overlapped by an anelastic phenomenon which hampers the full stabilization of its network structure. Some details of the viscoplastic behavior of the material could be obtained by examining internal friction data collected upon cooling.     

Inorganic chemical approaches to pharmacognosy. VIII. Determination of selenium in crude drugs by energy-dispersive X-ray fluorescence spectrometry

Energy-dispersive X-ray fluorescence spectrometry following sample decomposition and preconcentration was developed to determine selenium in crude drugs. Samples were decomposed with conc. HNO3 and conc. H2SO4 in a flask with a reflux condenser. Evaporation of HNO3 had to be avoided to prevent serious loss of this element. Selenium was preconcentrated from the digestion liquid by two-step reduction with 4M HCl and ascorbic acid, the elemental selenium formed was adsorbed on activated carbon and then collected on a Nuclepore membrane filter for direct irradiation in an X-ray spectrometer. This analytical method (detection limit, 0.03 ppm) was used to determine selenium in many kinds of crude drugs. The analytical results indicated vegetable drugs to be low in selenium content: more than 0.5 ppm in only a limited number of samples and less than detection limit (0.03 ppm) in nearly all the samples. Animal drugs contain selenium at higher levels, Lumbricus and Cantharis being 7.46 and 1.67 ppm, respectively.     

The measurement of parathyroid hormone in sera of hemodialysis patients with renal insufficiency by employing the various kinds of parathyroid hormone kits

This study focussed on elucidating difference of blood PTH levels, by employing the various kinds of PTH kits. We carried out the measurements of PTH levels in sera of the hemodialysis patients with renal insufficiency presumably inactivated PTH degradative regulation in kidney. Our results showed the remarkable significant relationships among blood PTH levels of carboxyl and mid-region PTH and intact PTH in hemodialysis patients and was deduced that the difference of PTH levels by using various kinds of PTH kits was responsible of PTH cleavage effect in the kidney.     

Synthesis and physical properties of N-2-phenylethyl- and N-2-(3-indolyl)ethyl-5′-deoxy-5′-adenosineacetamides

The synthesis and physical properties of N-2-phenylethyl- and N-2-(3-indolyl)ethyl-5′-deoxy-5′-adenosineacetamides ( 2 and 3 ), which are stable compounds of phenylalanyl- and tryptophanyl-AMPs, are described.     

Nano-aquarium with microfluidic structures for dynamic analysis of Cryptomonas and Phormidium fabricated by femtosecond laser direct writing of photostructurable glass

We demonstrate fabrication of microchips with microfluidic structures for dynamic analysis of living cells using a femtosecond (fs) laser. Fs laser direct writing followed by annealing and successive wet etching in dilute hydrofluoric (HF) acid solution resulted in formation of three dimensional (3D) hollow microstructures embedded in photostructurable glass. The embedded microchannel structure enabled us to analyze unique phenomenon of Cryptomonas, which suddenly swims very fast under certain condition. Vector analysis of the driving force for the rapid motion was also carried out by introducing nano-beads into the microchannel, in which Cryptomonas was encapsulated. We also fabricated a microchip for observation of Phormidium moving toward a seedling root, which accelerates growth of the seedling. Using the embedded microchannel in the microchip, observation of Phormidium assemblage to the seedling root was easily carried out. Such microchips with microfluidic structures, referred to as a nano-aquarium, realize the efficient and highly functional observation of living cells.     

Molecular dynamics study of biomembrane/local anesthetics interactions

It is still controversial how local anesthetics (LAs) act upon the nervous system and how the membrane contributes to this process, since probably the most important active site of the LAs is located in the sodium channels, a trans-membrane protein. An important role of the bio-membrane would be the stabilization and orientation of local anesthetics molecules, reducing their translational and rotational degrees of freedom, which could reinforce the mechanisms which interrupt the nervous impulse. This study aims to perform a computational analysis of the LAs behaviour in the membrane, and the effect of the water/membrane interface on their stabilization and orientation. Analysis by molecular dynamics (MD) showed that the charged form of these drugs are oriented at the interface, while the neutral form can easily cross the interface, entering the membrane, in agreement with the most recent experimental results in the literature. In contrast, it is here suggested that benzocaine (BZC), which exists only in its uncharged form in physiological media, behaves like the charged anesthetics, remaining stabilized and oriented at the interface. This could explain the similar anesthetic effect of BZC and the charged forms of tetracaine (TTC) and lidocaine (LDC).     

Hamiltonian cycles in n-factor-critical graphs

A graph G is said to be n-factor-critical if G−S has a 1-factor for any SV(G) with |S|=n. In this paper, we prove that if G is a 2-connected n-factor-critical graph of order p with , then G is hamiltonian with some exceptions. To extend this theorem, we define a (k,n)-factor-critical graph to be a graph G such that G−S has a k-factor for any SV(G) with |S|=n. We conjecture that if G is a 2-connected (k,n)-factor-critical graph of order p with , then G is hamiltonian with some exceptions. In this paper, we characterize all such graphs that satisfy the assumption, but are not 1-tough. Using this, we verify the conjecture for k2.