Results 121 to 130 of about 31,060 (137)
Some of the next articles are maybe not open access.
2001
Abstract In Section 8.3 we studied blackbody radation that is a thermal distribution of photons, which we recall are bosons. However, we noted in that case that a collection of photons need not conserve particle number. We now turn to the question of the statistics of bosons when particle number is conserved.
J S Wark, A M Glazer
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Abstract In Section 8.3 we studied blackbody radation that is a thermal distribution of photons, which we recall are bosons. However, we noted in that case that a collection of photons need not conserve particle number. We now turn to the question of the statistics of bosons when particle number is conserved.
J S Wark, A M Glazer
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2006
In 1924 the Indian physicist S.N. Bose introduced a new statistical methodto derive the black-body radiation law in terms of a gas of light quanta(photons). His work, together with the contemporary de Broglie’s idea ofmatter-wave duality, led A. Einstein to apply the same statistical approachto a gas of N indistinguishable particles of mass m.
F Dalfovo, LP Pitaevskii, S Stringari
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In 1924 the Indian physicist S.N. Bose introduced a new statistical methodto derive the black-body radiation law in terms of a gas of light quanta(photons). His work, together with the contemporary de Broglie’s idea ofmatter-wave duality, led A. Einstein to apply the same statistical approachto a gas of N indistinguishable particles of mass m.
F Dalfovo, LP Pitaevskii, S Stringari
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Nonlinear Optics: Materials, Fundamentals and Applications, 1996
Summary not available.
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Summary not available.
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1995
This is the first book devoted to Bose–Einstein condensation (BEC) as an interdisciplinary subject, covering atomic and molecular physics, laser physics, low temperature physics and astrophysics. It contains 18 authoritative review articles on experimental and theoretical research in BEC and associated phenomena.
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This is the first book devoted to Bose–Einstein condensation (BEC) as an interdisciplinary subject, covering atomic and molecular physics, laser physics, low temperature physics and astrophysics. It contains 18 authoritative review articles on experimental and theoretical research in BEC and associated phenomena.
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2011
In this Chapter, Wave Turbulence (WT) in Bose-Einstein condensates (BEC) and nonlinear optics is considered. Models considered include 2D and 3D Gross-Pitaevskii equations, Nordheim quantum kinetic equation, Boltzmann equation and 1D nonlinear equation for optical WT in nematic liquid crystals.
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In this Chapter, Wave Turbulence (WT) in Bose-Einstein condensates (BEC) and nonlinear optics is considered. Models considered include 2D and 3D Gross-Pitaevskii equations, Nordheim quantum kinetic equation, Boltzmann equation and 1D nonlinear equation for optical WT in nematic liquid crystals.
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1999
The basis underlying the great advance of the Planck distribution law for black body radiation in 1901 was a mystery in the era before the development of quantum mechanics in the late 1920s. Early attempts to calculate this spectrum using classical statistical mechanics had failed dismally, resulting in the catastrophe of the Rayleigh-Jeans law.
Harold J. Metcalf, Peter van der Straten
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The basis underlying the great advance of the Planck distribution law for black body radiation in 1901 was a mystery in the era before the development of quantum mechanics in the late 1920s. Early attempts to calculate this spectrum using classical statistical mechanics had failed dismally, resulting in the catastrophe of the Rayleigh-Jeans law.
Harold J. Metcalf, Peter van der Straten
openaire +1 more source