7,337 research outputs found

    Evaluation of Lightning Impulse Test by Frequency Response Analysis

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    In this work are presented the basis for improving the interpretation of transformer lightning impulse test and the development of a graphical user interface system, which allows comparisons of time domain data and frequency response. The frequency response is obtained from deconvolution of voltage and neutral current records. A quantitative comparison of frequency response is performed using the techniques applied to displacement detection through Frequency Response Analysis, such as correlation and spectral deviation. The system is implemented using 8 bit digitizers to acquire the voltage and neutral current records. The quantization error and reliability of the frequency response obtained is handled through the use of the coherence function and tolerance bands. The system is thoroughly tested applying a lightning impulse test to a dry type distribution transformer, simulating an interdisc fault with a spark gap. Failure detection is confirmed

    Matroid toric ideals: complete intersection, minors and minimal systems of generators

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    In this paper, we investigate three problems concerning the toric ideal associated to a matroid. Firstly, we list all matroids M\mathcal M such that its corresponding toric ideal IMI_{\mathcal M} is a complete intersection. Secondly, we handle with the problem of detecting minors of a matroid M\mathcal M from a minimal set of binomial generators of IMI_{\mathcal M}. In particular, given a minimal set of binomial generators of IMI_{\mathcal M} we provide a necessary condition for M\mathcal M to have a minor isomorphic to Ud,2d\mathcal U_{d,2d} for d≄2d \geq 2. This condition is proved to be sufficient for d=2d = 2 (leading to a criterion for determining whether M\mathcal M is binary) and for d=3d = 3. Finally, we characterize all matroids M\mathcal M such that IMI_{\mathcal M} has a unique minimal set of binomial generators.Comment: 9 page

    On Ramsey numbers of complete graphs with dropped stars

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    Let r(G,H)r(G,H) be the smallest integer NN such that for any 22-coloring (say, red and blue) of the edges of K_nK\_n, nâ©ŸNn\geqslant N, there is either a red copy of GG or a blue copy of HH. Let K_n−K_1,sK\_n-K\_{1,s} be the complete graph on nn vertices from which the edges of K_1,sK\_{1,s} are dropped. In this note we present exact values for r(K_m−K_1,1,K_n−K_1,s)r(K\_m-K\_{1,1},K\_n-K\_{1,s}) and new upper bounds for r(K_m,K_n−K_1,s)r(K\_m,K\_n-K\_{1,s}) in numerous cases. We also present some results for the Ramsey number of Wheels versus K_n−K_1,sK\_n-K\_{1,s}.Comment: 9 pages ; 1 table in Discrete Applied Mathematics, Elsevier, 201

    The Demographic Transition in Colombia: Theory and Evidence

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    The demographic transition from high to low mortality and fertility rates was one of the most important structural changes during the twentieth Century in most Latin American economies. This paper uses a simple economic framework based on Galor and Weil (2000) for understanding the main forces behind this structural transition; namely, increases in the returns to human capital accumulation driven by continuous advances in productivity led families to reduce the number of offspring and increase the level of investment in their education. As a result, the economy transits from a stage of stagnation subject to Malthusian forces to a stage of sustained economic growth, where increases in productivity lead to improvements in living standards. We use available data for Colombia between 1905 and 2005 to test the main predictions of the model with time series analysis, finding empirical evidence in their favor.Economic Growth, Demographic Transition, Colombia. Classification JEL: C32; J11; N36; O40; O54.
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