9,346 research outputs found

    Brief review of the searches for the rare decays Bs0→Ό+Ό−B^0_s \rightarrow \mu^+ \mu^- and B0→Ό+Ό−B^0 \rightarrow \mu^+ \mu^-

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    The current experimental status of the searches for the very rare decays Bs0→Ό+Ό−B^0_s \rightarrow \mu^+ \mu^- and B0→Ό+Ό−B^0 \rightarrow \mu^+ \mu^- is discussed. These channels are highly sensitive to various extensions of the Standard Model, specially in the scalar and pseudoscalar sector. The recent, most sensitive measurements from the CDF, ATLAS, CMS and LHCb collaborations are discussed and the combined upper exclusion limit on the branching fractions determined by the LHC experiments is shown to be 4.2×10−94.2\times 10^{-9} for Bs0→Ό+Ό−B^0_s \rightarrow \mu^+ \mu^- and 0.8×10−90.8\times 10^{-9} for B0→Ό+Ό−B^0 \rightarrow \mu^+ \mu^-. The implications of these tight bounds on a selected set of New Physics models is sketched.Comment: 20 pages, 15 figures, invited review for Modern Physics Letters

    A Comparative Study on Spatial Configuration of Human Settlements in Riparian Area (Case Studies : Old Kampoong and Colonial Settlements in Palembang

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    Palembang is the city which is divided by Musi River. Palembang is also one of the oldest city in Indonesia. Many old settlements were built in riparian area. This geographic condition of Palembang becomes background of this research. The research questions are: what is the discrepancy between Kampoong and Colonial Settlements in spatial configuration? Does the Musi River have influence in spatial configuration on that case? This research using the space syntax analysis with the following three steps of analysis: convex map analysis, axial map analysis and visibility graph analysis. For case studies, this research names two different settlements: old Kampoong (3-4 Ulu and 10 Ulu) and Colonial settlements (Komperta Plaju and Komperta Bagus Kuning) and we use Kampung Kapitan (7 Ulu) for the comparation. As the result of this research shows that between Kampoong and Colonial Settlements have some discrepancies in spatial configuration. In Kampoong, they have a small ‘void space', many streets between houses and the organic patterns. In Colonial settlements, the spatial configuration is planned well with grid pattern. In context influences of Musi River to the settlements, only Bagus Kuning complex that has a closed relationship with rivers because those settlements have a connection between inner ‘void space' with riparian ‘void space'

    Ray-optical refraction with confocal lenslet arrays

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    Two parallel lenslet arrays with focal lengths f1 and f2 that share a common focal plane (that is, which are separated by a distance f1+f2) can refract transmitted light rays according to Snell's law, but with the 'sin's replaced with 'tan's. This is the case for a limited range of input angles and other conditions. Such confocal lenslet arrays can therefore simulate the interface between optical media with different refractive indices, n1 and n2, whereby the ratio η=-f2/f1 plays the role of the refractive-index ratio n2/n1. Suitable choices of focal lengths enable positive and negative refraction. In contrast to Snell's law, which leads to nontrivial geometric imaging by a planar refractive-index interface only for the special case of n1=±n2, the modified refraction law leads to geometric imaging by planar confocal lenslet arrays for any value of η. We illustrate some of the properties of confocal lenslet arrays with images rendered using ray-tracing software

    Sekolah Luar Biasa Bagian B Di Manado ”Arsitektur Bagi Penyandang Cacat Tunarungu, Mata Yang Mendengar”

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    Karakteristik yang dimiliki oleh seorang penyandang cacat tunarungu berbeda dengan orang normal. Kekurangan mereka dalam indera pendengaran menyebabkan mereka kesulitan dalam bersekolah dan kesulitan dalam mencari pekerjaan. Di Kota Manado, para penyandang cacat tunarungu hanya bersekolah dengan menumpang di sekolah-sekolah luar biasa yang lain. Hal ini dapat menyebabkan kurang efektifnya sistem pembelajaran bagi anak-anak penyandang cacat tunarungu. Untuk itulah sangat dibutuhkan sarana dan prasarana yang memadai guna untuk mencerdaskan anak-anak penyandang cacat tunarungu. Perancangan Sekolah Luar Biasa bagian B di Manado sangat dibutuhkan oleh anak-anak tunarungu dengan memakai tema ”arsitektur bagi penyandang cacat tunarungu, mata yang mendengar” bertujuan untuk merancang Sekolah Luar Biasa bagian B yang didalamnya mereka tidak saja menuntut ilmu, tapi juga dapat melatih diri mereka sendiri agar ketika berada di dunia luar, mereka tidak dianggap rendah oleh orang-orang normal

    Exact identification of the radion and its coupling to the observable sector

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    Braneworld models in extra dimensions can be tested in laboratory by the coupling of the radion to the Standard Model fields. The identification of the radion as a canonically normalized field involves a careful General Relativity treatment: if a bulk scalar is responsible for the stabilization of the system, its fluctuations are entangled with the perturbations of the metric and they also have to be taken into account (similarly to the well-developed theory of scalar metric perturbations in 4D cosmology with a scalar field). Extracting a proper dynamical variable in a warped geometry/scalar setting is a nontrivial task, performed so far only in the limit of negligible backreaction of the scalar field on the background geometry. We perform the general calculation, diagonalizing the action up to second order in the perturbations and identifying the physical eigenmodes of the system for any amplitude of the bulk scalar. This computation allows us to derive a very simple expression for the exact coupling of the eigenmodes to the Standard Model fields on the brane, valid for an arbitrary background configuration. As an application, we discuss the Goldberger-Wise mechanism for the stabilization of the radion in the Randall-Sundrum type models. The existing studies, limited to small amplitude of the bulk scalar field, are characterized by a radion mass which is significantly below the physical scale at the observable brane. We extend them beyond the small backreaction regime. For intermediate amplitudes, the radion mass approaches the electroweak scale, while its coupling to the observable brane remains nearly constant. At very high amplitudes, the radion mass instead decreases, while the coupling sharply increases. Severe experimental constraints are expected in this regime.Comment: 20 pages, 6 figure

    Pattern equivariant functions and cohomology

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    The cohomology of a tiling or a point pattern has originally been defined via the construction of the hull or the groupoid associated with the tiling or the pattern. Here we present a construction which is more direct and therefore easier accessible. It is based on generalizing the notion of equivariance from lattices to point patterns of finite local complexity.Comment: 8 pages including 2 figure

    Method of shaping an endo-prosthesis, a femoral head prosthesis, an acetabulum prosthesis and a method of fixing a femoral head prosthesis in a bone

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    A prosthesis having stresses acting on the interface between prosthesis and bone is designed by a computerized method in which the shape of the prosthesis is iteratively changed. A femoral head prosthesis is positioned in a bone by means of positioning elements, after which acrylic cement is inserted into the bone

    Connectivity and tree structure in finite graphs

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    Considering systems of separations in a graph that separate every pair of a given set of vertex sets that are themselves not separated by these separations, we determine conditions under which such a separation system contains a nested subsystem that still separates those sets and is invariant under the automorphisms of the graph. As an application, we show that the kk-blocks -- the maximal vertex sets that cannot be separated by at most kk vertices -- of a graph GG live in distinct parts of a suitable tree-decomposition of GG of adhesion at most kk, whose decomposition tree is invariant under the automorphisms of GG. This extends recent work of Dunwoody and Kr\"on and, like theirs, generalizes a similar theorem of Tutte for k=2k=2. Under mild additional assumptions, which are necessary, our decompositions can be combined into one overall tree-decomposition that distinguishes, for all kk simultaneously, all the kk-blocks of a finite graph.Comment: 31 page
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