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Biennial Report 2005-2007 - Saha Institute of Nuclear Physics

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128 <strong>Biennial</strong> <strong>Report</strong> <strong>2005</strong>-07is an oscillatory function <strong>of</strong> both d and V 0 . We also show that the periodicity and amplitude <strong>of</strong>such oscillations deviate from their universal values in the thin barrier limit as obtained in earlierwork [Phys. Rev. Lett. 97, 217001 (2006)] and become a function <strong>of</strong> the applied voltage V 0 . Ourresults reproduces the earlier results on tunneling conductance <strong>of</strong> such junctions in the thin [Phys.Rev. Lett. 97, 217001 (2006)] and zero [Phys. Rev. Lett. 97, 067007 (2006)] barrier limits asspecial limiting cases. We discuss experimental relevance <strong>of</strong> our results.Subhro Bhattacharjee†, Moitri Maiti, K SenguptaTCMP4.2.1.9 Non-perturbative renormalization-group approach to zero-temperature BosesystemsDetails <strong>of</strong> the work: We study the non-perturbative renormalization group technique to studyinteracting bosons at zero tempoerature. Our analysis reveals the instability <strong>of</strong> the Bogoliubovfixed point for d1.Nicolas Dupuis†, K SenguptaTCMP4.2.2 Studies in Statistical Mechanics4.2.2.1 Kolmogorov dispersion for turbulence in porous media: A conjectureWe will utilise the self-avoiding walk (SAW) mapping <strong>of</strong> the vortex line conformations in turbulenceto get the Kolmogorov scale dependence <strong>of</strong> energy dispersion from SAW statistics, and the knowledge<strong>of</strong> the disordered fractal geometries on the SAW statistics. These will give us the Kolmogorovenergy dispersion exponent value for turbulence in porous media in terms <strong>of</strong> the size exponentfor polymers in the same. We argue that the exponent value will be somewhat less than 5/3 forturbulence in porous media.BK ChakrabartiTCMP4.2.2.2 Economic Inequality: Is it Natural?Mounting evidences are being gathered suggesting that income and wealth distribution in variouscountries or societies follow a robust pattern, close to the Gibbs distribution <strong>of</strong> energy in an idealgas in equilibrium, but also deviating significantly for high income groups. Application <strong>of</strong> physicsmodels seem to provide illuminating ideas and understanding, complimenting the observations.A Chatterjee, S Sinha, BK ChakrabartiTCMP

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