نتایج جستجو برای: hexagonal close

تعداد نتایج: 199582  

F. Bakhtiarzadeh M.R. Allahgholi Ghasri N. Tafreshi R. M. A. Tehrani, S. Ab Ghani

For the first time this study reported the success of using nanocrystalline hexagonal close-packed (hcp) nickel (Ni) modified composite graphite (CG) electrode (hcp-nano Ni/CG) for the electrocatalytic oxidation of glycerol in alkaline medium (0.1 M KOH). The hcp-nano Ni/CG electrode had an improve response and specificity on the electrocatalytic oxidation of glycerol over the bare CG. The elec...

Journal: :Chemical communications 2009
Manfred Matena Anna Llanes-Pallas Mihaela Enache Thomas Jung Johan Wouters Benoît Champagne Meike Stöhr Davide Bonifazi

A temperature-induced phase transition of a 2D H-bonded assembly, enabling quadruple H-bonding interactions, from a hexagonal porous network into a close-packed rhombic arrangement has been observed on Ag(111) by STM imaging.

Journal: :Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences 2015

1999
Lidunka Vocadlo John Brodholt Dario Alfe Michael J. Gillan Geoffrey D. Price

In order to predict the stable polymorph of iron under core conditions, calculations have been performed on all the Ž . Ž . candidate phases proposed for inner core conditions, namely, body-centred cubic bcc , body-centred tetragonal bct , Ž . Ž . hexagonal close-packed hcp , double-hexagonal close-packed dhcp and an orthorhombically distorted hcp polymorph. Our simulations are ab initio free e...

2005
ACHILL SCHÜRMANN

In Euclidean d-spaces, the container problem asks to pack n equally sized spheres into a minimal dilate of a fixed container. If the container is a smooth convex body and d ≥ 2 we show that sequences of solutions to the container problem can not have a “simple structure”. By this we in particular find that there exist arbitrary small r > 0 such that packings with spheres of radius r into a smoo...

2006
ACHILL SCHÜRMANN

In an Euclidean d-space, the container problem asks to pack n equally sized spheres into a minimal dilate of a fixed container. If the container is a smooth convex body and d ≥ 2 we show that solutions to the container problem can not have a “simple structure” for large n. By this we in particular find that there exist arbitrary small r > 0, such that packings in a smooth, 3-dimensional convex ...

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