8 research outputs found

    Scalar field localization on a brane with cosmological constant

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    We address the localization of a scalar field, whose bulk-mass M is considered in a wide range including the tachyonic region,on a three-brane. The brane with non-zero cosmological constant λ\lambda is embedded in five dimensional bulk space. We find in this case that the trapped scalar could have mass mm which has an upper bound and expressed as m2=m02+αM2βλm^2=m_0^2+\alpha M^2\leq \beta |\lambda| with the calculable numbers m02,α,βm_0^2, \alpha, \beta. We point out that this result would be important to study the stability of the brane and cosmological problems based on the brane-world.Comment: 14 pages, 5 figure

    On the accretion disc properties in eclipsing dwarf nova EM Cyg

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    In this paper we analyzed the behavior of the unusual dwarf nova EM Cyg using the data obtained in April-October, 2007 in Vyhorlat observatory (Slovak Republic) and in September, 2006 in Crimean Astrophysical Observatory (Ukraine). During our observations EM Cyg has shown outbursts in every 15-40 days. Because on the light curves of EM Cyg the partial eclipse of an accretion disc is observed we applied the eclipse mapping technique to reconstruct the temperature distribution in eclipsed parts of the disc. Calculations of the accretion rate in the system were made for the quiescent and the outburst states of activity for different distances.Comment: 6 pages, 3 figures, accepted in Astrophysics and Space Scienc

    Получение и изучение углеродных нанотрубок.

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    Synthesis parameters of multiwall carbon nanotubes were prepared by catalytic pyrolysis of toluene and isopropyl alcohol under isochome conditions in the presence of nickel oxalate as catalyst were investigated. The synthesis products were analyzed by electron microscopy and x-ray diffraction spectroscopyИсследованы параметры синтеза многослойных углеродых нанотрубок при каталитическим пиролизе толуола и изопропанола в изохорических условиях с участием оксалата никеля. Полученные продукты исследовались с использованием методов электронной микроскопии и рентгеновского анализа

    Constructing Solutions to Multi-Term Cauchy–Euler Equations with Arbitrary Fractional Derivatives

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    We further extend the results of other researchers on existence theory to homogeneous fractional Cauchy–Euler equations ∑i=1mdixαiDαiu(x)+μu(x)=0,αi>0, with the derivatives in Caputo or Riemann–Liouville sense. Unlike the existing works, we consider multi-term equations without any restrictions on the order of fractional derivatives. The results are based on the characteristic equations which generate the solutions. Depending on the roots of the characteristic equations (real, multiple, or complex), we construct the corresponding solutions and prove their linear independence
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