Endoscopic measurements using a panoramic annular lens

The objective of this project was to design, build, demonstrate, and deliver a prototype system for making measurements within cavities. The system was to utilize structured lighting as the means for making measurements and was to rely on a stationary probe, equipped with a unique panoramic annular lens, to capture a cylindrical view of the illuminated cavity. Panoramic images, acquired with a digitizing camera and stored in a desk top computer, were to be linearized and analyzed by mouse-driven interactive software

Endoscopic inspection using a panoramic annular lens

The objective of this one year study was to design, build, and demonstrate a prototype system for cavity inspection. A cylindrical view of the cavity interior was captured in real time through a compound lens system consisting of a unique panoramic annular lens and a collector lens. Images, acquired with a digitizing camera and stored in a desktop computer, were manipulated using image processing software to aid in visual inspection and qualitative analysis. A detailed description of the lens and its applications is given

Застосування сервісно-орієнтованих архітектур у процесах інтеграції інформаційних ресурсів

Розглянуто окремі аспекти застосування сервісно-орієнтованої архітектури для рішення завдань горизонтальної інтеграції автономних інформаційних ресурсів.Рассмотрены отдельные аспекты использования сервисно-ориентированной архитектуры для решения задач горизонтальной интеграции автономных информационных ресурсов.Some issues of service-oriented architecture application for solving the task of autonomous information resources horizontal integration are considered

Героическое в произведениях А.А. Фета о Крымской войне в контексте эстетической полемики ХIХ века

Проблемы героического в военной прозе и поэзии А.А Фета рассматриваются в контексте эстетической полемики второй половины Х1Х века. В ходе исследования литературно-критических материалов и произведений поэта делается попытка пересмотреть существование традиционных стереотипов относительно творчества и личной жизни художника-эстета и прийти к выводу: военная тематика поэта "чистого искусства" не была обособленной от всего его литературного наследия, она органически вписывалась в его эстетическую программу. Героическое в эстетике и творчестве А. Фета представлено наравне с категорией красоты как составляющей категории прекрасного.Проблеми героiчного в военiй прозi та поезii А.А.Фета разглядаються в контекстi літературної полемікі другоїї половини Х1Х сторіччя. В ході дослiдництва лiтературно-крiтичних матерiалiв та творiв поета робиться спроба переглянути iснування традицiйних стереотипiв вiдносно творчостi та особистого життя художника- естета та прийти до висновка: вiйськова тематика поета "чистого мистецтва" не була вiдокремленою вiд всii його спадщини, вона органiчно вписувалась в його естетичну програму. Героiчне в естетицi та творчостi А.Фета надано нарiвнi з категорiєю красоти, як складовоi категорii прекрасного.Heroic problems in war prose and poetry of A.A.Fet are examined in the context of literal controversy of the second part of the 19thcenturi. In the way of research of literal and critical materials and works of the poet the attempt is making to reexamine existence of formed stereotypes which are related to creative work and personal life of artist-design and go up to the conclusion that poet?s war subject-matter of "pure art" was not isolated from all his legacy. It enters organically into his aesthetic program

Physical and chemical characterisation of some silicas and silica derivatives

An extensive study of four types of porous silica supports has been performed, with particular emphasis on their physical and morphological characteristics. These silicas were modified by reacting the surface silanol groups present with either 3-(trimethoxysilyl)propylmethacrylate or 3-glycidoxypropyltrimethoxysilane or 3-aminopropyltriethoxysilane, to produce derivatives with suitable functional groups for further utilisation in the immobilisation of biological compounds. The silicas and their derivatives used were fully characterised with regard to particle size distribution (laser light scattering), specific surface area (BET method), pore size distribution (gas adsorption and mercury porosimetry), density (helium pycnometry), yield of grafting (TGA) and chemical composition (FTIR/DRIFT).http://www.sciencedirect.com/science/article/B6TH9-3TXCN74-C/1/0c8b28b8c7165139b2661a2e21e0355

Bond of NSM FRP strengthened concrete: round robin test initiative

Despite the extensive research that has been conducted on the debonding behaviour of FRP strengthening systems, no standard methodology has been yet established on its experimental characterization. In this context, to assess the performance and reliability of small scale testing on NSM (near surface mounted) FRP strengthening systems, an experimental program was carried out on a series of nine NSM FRP strengthening systems, in the framework of an international Round Robin Testing (RRT). Eleven laboratories and seven manufacturers and suppliers participated in this extensive international exercise, which regarded both NSM and EBR FRP strengthening systems. Test results obtained for the NSM systems by the participating laboratories are discussed and compared in this paper to investigate the feasibility of the adopted single/double pulling shear test method, to investigate the mechanism of bond between NSM FRP reinforcement and concrete, and to investigate the level of variability obtained between the participating laboratories testing the same material batches. It is concluded that the tested variants in the adopted single/double shear pulling test have a significant influence, stressing the importance of the level of detail of standardized test protocols for bond verification. On overall, given the variants included in this study, the obtained variation in bond stress-slip behaviour between the laboratories remained fairly limited.The authors wish to acknowledge the financial assistance of the European Union for the Marie Curie Research Training Network En-Core, and the support of TG 9.3 of the International Federation for Structural Concrete (fib). Hughes Brothers and Fortius, Magmatech, Schock, S&P, Sika, ATP, and Sto Scandinavia AB are acknowledged for their participation in the RRT and for supplying the test materials

Any l-state improved quasi-exact analytical solutions of the spatially dependent mass Klein-Gordon equation for the scalar and vector Hulthen potentials

We present a new approximation scheme for the centrifugal term to obtain a quasi-exact analytical bound state solutions within the framework of the position-dependent effective mass radial Klein-Gordon equation with the scalar and vector Hulth\'{e}n potentials in any arbitrary $D$ dimension and orbital angular momentum quantum numbers $l.$ The Nikiforov-Uvarov (NU) method is used in the calculations. The relativistic real energy levels and corresponding eigenfunctions for the bound states with different screening parameters have been given in a closed form. It is found that the solutions in the case of constant mass and in the case of s-wave ($l=0$) are identical with the ones obtained in literature.Comment: 25 pages, 1 figur

Reduced-bias estimator of the Conditional Tail Expectation of heavy-tailed distributions

International audienceSeveral risk measures have been proposed in the literature. In this paper, we focus on the estimation of the Conditional Tail Expectation (CTE). Its asymptotic normality has been first established in the literature under the classical assumption that the second moment of the loss variable is finite, this condition being very restrictive in practical applications. Such a result has been extended by Necir {\it et al.} (2010) in the case of infinite second moment. In this framework, we propose a reduced-bias estimator of the CTE. We illustrate the efficiency of our approach on a small simulation study and a real data analysis

Solution of the relativistic Dirac-Hulthen problem

The one-particle three-dimensional Dirac equation with spherical symmetry is solved for the Hulthen potential. The s-wave relativistic energy spectrum and two-component spinor wavefunctions are obtained analytically. Conforming to the standard feature of the relativistic problem, the solution space splits into two distinct subspaces depending on the sign of a fundamental parameter in the problem. Unique and interesting properties of the energy spectrum are pointed out and illustrated graphically for several values of the physical parameters. The square integrable two-component wavefunctions are written in terms of the Jacobi polynomials. The nonrelativistic limit reproduces the well-known nonrelativistic energy spectrum and results in Schrodinger equation with a "generalized" three-parameter Hulthen potential, which is the sum of the original Hulthen potential and its square.Comment: 13 pages, 3 color figure