186 research outputs found

    Internal cluster beam target for antineutron production in LEAR

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    Large-scale molecular dynamics simulations of cluster impact and erosion processes on a diamond surface

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    Yasutaka Yamaguchi and JĂŒrgen Gspann. Phys. Rev. B 66, 155408, 2002. Copyright 2002 by the American Physical Society

    Supported magnetic nanoclusters: Softlanding of Pd clusters on a MgO surface

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    Low-energy deposition of neutral Pd_N clusters (N=2-7 and 13) on a MgO(001) surface F-center (FC) was studied by spin-density-functional molecular dynamics simulations. The incident clusters are steered by an attractive "funnel" created by the FC, resulting in adsorption of the cluster, with one of its atoms bonded atop of the FC. The deposited Pd_2-Pd_6 clusters retain their gas-phase structures, while for N>6 surface-commensurate isomers are energetically more favorable. Adsorbed clusters with N > 3 are found to remain magnetic at the surface.Comment: 5 pages, 2 figs, Phys.Rev.Lett., accepte

    Quantifying alignment in carbon nanotube yarns and similar two-dimensional anisotropic systems

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    Abstract: The uniaxial orientational order in a macromolecular system is usually specified using the Hermans factor which is equivalent to the second moment of the system's orientation distribution function (ODF) expanded in terms of Legendre polynomials. In this work, we show that for aligned materials that are two‐dimensional (2D) or have a measurable 2D intensity distribution, such as carbon nanotube (CNT) textiles, the Hermans factor is not appropriate. The ODF must be expanded in terms of Chebyshev polynomials and therefore, its second moment is a better measure of orientation in 2D. We also demonstrate that both orientation parameters (Hermans in three dimensional (3D) and Chebyshev in 2D) depend not only on the respective full‐width‐at‐half‐maximum of the peaks in the ODF but also on the shape of the fitted functions. Most importantly, we demonstrate a method to rapidly estimate the Chebyshev orientation parameter from a sample's 2D Fourier power spectrum, using an analysis program written in Python which is available for open access. As validation examples, we use digital photographs of dry spaghetti as well as scanning electron microscopy images of direct‐spun carbon nanotube fibers, proving the technique's applicability to a wide variety of fibers and images

    Ein neues Konzept fĂŒr die Anwendung von einwandigen Kohlenstoffnanoröhren fĂŒr die pH-Sensorik

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    Einwandige Kohlenstoffnanoröhren (SWCNTs) gelten aufgrund ihrer hohen LadungstrĂ€germobilitĂ€t, des hohen OberflĂ€che-Volumen-VerhĂ€ltnisses und der Tatsache, dass all ihre Atome mit der Umgebung wechselwirken, als hoch interessant fĂŒr die Sensorik. Hier wird ein neues Konzept fĂŒr die Messung des pH-Wertes, der als wichtigster Parameter der FlĂŒssiganalytik gilt, auf Basis von SWCNTs vorgestellt und anhand der Charakterisierung der hergestellten Sensoren die FunktionsfĂ€higkeit nachgewiesen

    Impakt-Simulationen auf der Mikro- bis Nanometerskala

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    Quantifying alignment in carbon nanotube yarns and similar two‐dimensional anisotropic systems

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    The uniaxial orientational order in a macromolecular system is usually specified using the Hermans factor which is equivalent to the second moment of the system\u27s orientation distribution function (ODF) expanded in terms of Legendre polynomials. In this work, we show that for aligned materials that are two‐dimensional (2D) or have a measurable 2D intensity distribution, such as carbon nanotube (CNT) textiles, the Hermans factor is not appropriate. The ODF must be expanded in terms of Chebyshev polynomials and therefore, its second moment is a better measure of orientation in 2D. We also demonstrate that both orientation parameters (Hermans in three dimensional (3D) and Chebyshev in 2D) depend not only on the respective full‐width‐at‐half‐maximum of the peaks in the ODF but also on the shape of the fitted functions. Most importantly, we demonstrate a method to rapidly estimate the Chebyshev orientation parameter from a sample\u27s 2D Fourier power spectrum, using an analysis program written in Python which is available for open access. As validation examples, we use digital photographs of dry spaghetti as well as scanning electron microscopy images of direct‐spun carbon nanotube fibers, proving the technique\u27s applicability to a wide variety of fibers and images
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