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‡aQC311.5
‡b.B7
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‡aBrachman, Malcolm K.
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‡aElectron distribution functions and thermodynamic properties at high temperatures /
‡cMalcom K. Brachman and Roland E. Meyerott.
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‡aElectronic distribution functions and thermodynamic properties at high temperatures
|
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‡aArgonne, Ill. :
‡bArgonne National Laboratory, Physics Division,
‡c1953.
|
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‡a91 pages :
‡billustrations, tables ;
‡c28 cm.
|
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‡atext
‡btxt
‡2rdacontent
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‡aunmediated
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‡aAt head of title: Argonne National Laboratory.
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‡a"May 1953."
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‡aIncludes bibliographical references.
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‡aThe thermodynamic properties and equations of state of matter have been obtained from the Fermi-Thomas statistical model of the atom generalized to include temperature effects by Feynman, Metropolis, and Teller. For the computation of such quantities of the total energy of the system and equations of state which do not depend too strongly on the discrete properties of the energy levels of the atom, this method seems to be ideally suited. However, for the computation of the Rosseland mean opacity (or mean absorption coefficient) which determines the heat transfer at high temperatures, it is necessary to have detailed information about the occupation of the deep-lying levels i.e., the K, L, M, and N shells. Thus for the opacity the method of computation is modified to yield this information.
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‡aOperated by the University of Chicago
‡bContract W-31-109-eng-38 with the U.S. Atomic Energy Commission.
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‡aMode of access: Internet.
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‡adigitized
‡c2014
‡hUniversity of North Texas
‡lcommitted to preserve
‡2pda
‡5TXdn.010
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‡aEquations of state.
|
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‡aMathematical analysis.
|
650 |
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‡aEnergy levels (Quantum mechanics)
|
650 |
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‡aThermodynamics.
|
650 |
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‡aElectrons
‡xElectric fields.
|
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‡aBinding energy.
|
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‡aAtoms
‡xModels.
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‡aMeyerott, Roland E.
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‡aU.S. Atomic Energy Commission.
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‡aArgonne National Laboratory.
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‡aTechnical Report Archive and Image Library (TRAIL)
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‡iElectronic version :
‡aBrachman, Malcolm K.
‡tElectron distribution functions and thermodynamic properties at high temperatures.
‡dArgonne, Ill. : Argonne National Laboratory, Physics Division, 1953
‡w(OCoLC)875482015
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