655 research outputs found

    Brief telegraph, Thomas McCay to R.C. McCay, 19 January 1855

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    https://egrove.olemiss.edu/bernard/1030/thumbnail.jp

    Brief telegraph, Thomas McCay to R.C. McCay, 17 January 1855

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    https://egrove.olemiss.edu/bernard/1029/thumbnail.jp

    Laser Welding Dissimilar Reflective Alloys

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    This project, jointly sponsored by Rocketdyne and CSTAR, involves the development of laser joining of materials which have heretofore been impractical to bond. Of particular interest are joints between stainless steel and copper and also aluminum 6061 to aluminum 2219. CSTAR has a unique opportunity in this area since both the process and development and diagnostics are of interest to industry. Initial results using the pulse tailored laser welding technique developed in CLA for joining crack sensitive materials have proven promising for the aluminum joints based upon metallurgical and electronic microprobe analysis. A declaration of success requires additional mechanical testing. A CW technique has been applied to the stainless-copper joining with some preliminary success. These joints are of significant interest for aeronautics and rocket propulsion applications and the project is expected to continue

    Positive approximations of the inverse of fractional powers of SPD M-matrices

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    This study is motivated by the recent development in the fractional calculus and its applications. During last few years, several different techniques are proposed to localize the nonlocal fractional diffusion operator. They are based on transformation of the original problem to a local elliptic or pseudoparabolic problem, or to an integral representation of the solution, thus increasing the dimension of the computational domain. More recently, an alternative approach aimed at reducing the computational complexity was developed. The linear algebraic system Aαu=f\cal A^\alpha \bf u=\bf f, 0<α<10< \alpha <1 is considered, where A\cal A is a properly normalized (scalded) symmetric and positive definite matrix obtained from finite element or finite difference approximation of second order elliptic problems in ΩRd\Omega\subset\mathbb{R}^d, d=1,2,3d=1,2,3. The method is based on best uniform rational approximations (BURA) of the function tβαt^{\beta-\alpha} for 0<t10 < t \le 1 and natural β\beta. The maximum principles are among the major qualitative properties of linear elliptic operators/PDEs. In many studies and applications, it is important that such properties are preserved by the selected numerical solution method. In this paper we present and analyze the properties of positive approximations of Aα\cal A^{-\alpha} obtained by the BURA technique. Sufficient conditions for positiveness are proven, complemented by sharp error estimates. The theoretical results are supported by representative numerical tests

    Critical Behavior of the 3d Random Field Ising Model: Two-Exponent Scaling or First Order Phase Transition?

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    In extensive Monte Carlo simulations the phase transition of the random field Ising model in three dimensions is investigated. The values of the critical exponents are determined via finite size scaling. For a Gaussian distribution of the random fields it is found that the correlation length ξ\xi diverges with an exponent ν=1.1±0.2\nu=1.1\pm0.2 at the critical temperature and that χξ2η\chi\sim\xi^{2-\eta} with η=0.50±0.05\eta=0.50\pm0.05 for the connected susceptibility and χdisξ4ηˉ\chi_{\rm dis}\sim\xi^{4-\bar{\eta}} with ηˉ=1.03±0.05\bar{\eta}=1.03\pm0.05 for the disconnected susceptibility. Together with the amplitude ratio A=limTTcχdis/χ2(hr/T)2A=\lim_{T\to T_c}\chi_{\rm dis}/\chi^2(h_r/T)^2 being close to one this gives further support for a two exponent scaling scenario implying ηˉ=2η\bar{\eta}=2\eta. The magnetization behaves discontinuously at the transition, i.e. β=0\beta=0, indicating a first order transition. However, no divergence for the specific heat and in particular no latent heat is found. Also the probability distribution of the magnetization does not show a multi-peak structure that is characteristic for the phase-coexistence at first order phase transition points.Comment: 14 pages, RevTeX, 11 postscript figures (fig9.ps and fig11.ps should be printed separately

    Identification of Abnormal Movements in Infants: A Deep Neural Network for Body Part-Based Prediction of Cerebral Palsy

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    The early diagnosis of cerebral palsy is an area which has recently seen significant multi-disciplinary research. Diagnostic tools such as the General Movements Assessment (GMA), have produced some very promising results, however these manual methods can be laborious. The prospect of automating these processes is seen as key in advancing this field of study. In our previous works, we examined the viability of using pose-based features extracted from RGB video sequences to undertake classification of infant body movements based upon the GMA. In this paper, we propose a new deep learning framework for this classification task. We also propose a visualization framework which identifies body-parts with the greatest contribution towards a classification decision. The inclusion of a visualization framework is an important step towards automation as it helps make the decisions made by the machine learning framework interpretable. We directly compare the proposed framework's classification with several other methods from the literature using two independent datasets. Our experimental results show that the proposed method performs more consistently and more robustly than our previous pose-based techniques as well as other features from related works in this setting. We also find that our visualization framework helps provide greater interpretability, enhancing the likelihood of the adoption of these technologies within the medical domain
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