8,337 research outputs found

    Adding stress plot function to NASTRAN

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    Stress plot function was developed and added to the NASTRAN level 15.5. Computed stress distribution can be displayed by this function, with vectors showing the principal stresses of the finite elements over the specified portions of the structure. NASTRAN is reviewed in the aspect of plotting capabilities. Stress tensor field is examined in preparation of stress display. Then the stress plot function as added to the NASTRAN is described. A sample plotout by this function is shown

    Spin Gap in Two-Dimensional Heisenberg Model for CaV4_4O9_9

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    We investigate the mechanism of spin gap formation in a two-dimensional model relevant to Mott insulators such as CaV4_4O9_9. From the perturbation expansion and quantum Monte Carlo calculations, the origin of the spin gap is ascribed to the four-site plaquette singlet in contrast to the dimer gap established in the generalized dimerized Heisenberg model.Comment: 8 pages, 6 figures available upon request (Revtex

    Phase diagram of depleted Heisenberg model for CaV4O9

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    We have numerically investigated the 1/5-depleted Heisenberg square lattice representing CaV4O9 using the Quantum Monte Carlo loop algorithm. We have determined the phase diagram of the model as a function of the ratio of the two different couplings: bonds within a plaquette and dimer bonds between plaquettes. By calculating both the spin gap and the staggered magnetization we determine the range of stability of the long range ordered (LRO) phase. At isotropic coupling LRO survives the depletion. But the close vicinity of the isotropic point to the spin gap phase leads us to the conclusion that already a small frustrating next nearest neighbor interaction can drive the system into the quantum disordered phase and thus explain the spin gap behavior of CaV4O9

    An Examination of Chimpanzee Use in Human Cancer Research

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    Advocates of chimpanzee research claim the genetic similarity of humans and chimpanzees make them an indispensable research tool to combat human diseases. Given that cancer is a leading cause of human death worldwide, one might expect that if chimpanzees were needed for, or were productive in, cancer research, then they would have been widely used. This comprehensive literature analysis reveals that chimpanzees have scarcely been used in any form of cancer research, and that chimpanzee tumours are extremely rare and biologically different from human cancers. Often, chimpanzee citations described peripheral use of chimpanzee cells and genetic material in predominantly human genomic studies. Papers describing potential new cancer therapies noted significant concerns regarding the chimpanzee model. Other studies described interventions that have not been pursued clinically. Finally, available evidence indicates that chimpanzees are not essential in the development of therapeutic monoclonal antibodies. It would therefore be unscientific to claim that chimpanzees are vital to cancer research. On the contrary, it is reasonable to conclude that cancer research would not suffer, if the use of chimpanzees for this purpose were prohibited in the US. Genetic differences between humans and chimpanzees, make them an unsuitable model for cancer, as well as other human diseases

    Magnetic Susceptibility for CaV4O9CaV_4O_9

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    We examine experimental magnetic susceptibility χtot(T)\chi^{tot}(T) for CaV4_4O9_9 by fitting with fitting function αχmag(T)+c\alpha \chi^{mag}(T) + c. The function χmag(T)\chi^{mag}(T) is a power series of 1/T and the lowest order term is fixed as C/TC/T, where CC is the Curie constant as determined by the experimental gg-value (g=1.96). Fitting parameters are α\alpha, cc and expansion coefficients except for the first one in χmag(T)\chi^{mag}(T). We determine α\alpha and cc as α≃\alpha \simeq 0.73 and c≃c\simeq 0 for an experimental sample. We interpret α\alpha as the volume fraction of CaV4_4O9_9 in the sample and χmag(T)\chi^{mag}(T) as the susceptibility for the pure CaV4_4O9_9. The result of α≠1\alpha \ne 1 means that the sample includes nonmagnetic components. This interpretation consists with the result of a perturbation theory and a neutron scattering experiment.Comment: 4pages, 4figure

    Spin Gaps in a Frustrated Heisenberg model for CaV4_4O9_9

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    I report results of a density matrix renormalization group (DMRG) study of a model for the two dimensional spin-gapped system CaV4_4O9_9. This study represents the first time that DMRG has been used to study a two dimensional system on large lattices, in this case as large as 24×1124\times 11, allowing extrapolation to the thermodynamic limit. I present a substantial improvement to the DMRG algorithms which makes these calculations feasible.Comment: 10 pages, with 4 Postscript figure

    First-principles study on scanning tunneling microscopy images of hydrogen-terminated Si(110) surfaces

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    Scanning tunneling microscopy images of hydrogen-terminated Si(110) surfaces are studied using first-principles calculations. Our results show that the calculated filled-state images and local density of states are consistent with recent experimental results, and the empty-state images appear significantly different from the filled-state ones. To elucidate the origin of this difference, we examined in detail the local density of states, which affects the images, and found that the bonding and antibonding states of surface silicon atoms largely affect the difference between the filled- and empty-state images.Comment: 4 pages, and 4 figure

    Impurity Effect on Spin Ladder System

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    Effects of nonmagnetic impurity doping in a spin ladder system with a spin gap are investigated by the exact diagonalization as well as by the variational Monte Carlo calculations. Substantial changes in macroscopic properties such as enhancements in spin correlations and magnetic susceptibilities are observed in the low impurity concentration region, which are caused by the increase of low-energy states. These results suggest that small but finite amount of nonmagnetic impurity doping relevantly causes the reduction or the vanishment of the spin gap. This qualitatively explains the experimental result of Zn-doped SrCu2_{2}O3_{3} where small doping induces gapless nature. We propose a possible scenario for this drastic change as a quantum phase transition in a spin gapped ladder system due to spinon doping effects.Comment: 14 pages LaTeX including 5 PS figure
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