MARC Record from marc_columbia

LEADER: 04525mam a22004098a 4500
001 1520800
005 20220602052956.0
008 940630t19941994gw a b 001 0 eng
010 $a 94029201
020 $a0387583092 (New York : alk. paper)
020 $a3540583092 (Berlin : alk. paper) :$cDM 86,-
035 $a(OCoLC)ocm30814783
035 $9AJW7505CU
035 $a(NNC)1520800
035 $a1520800
040 $aDLC$cDLC$dGZM
050 00 $aQA929$b.E76 1994
082 00 $a530.4/3$220
100 1 $aErn, Alexandre,$d1967-$0http://id.loc.gov/authorities/names/n94063395
245 10 $aMulticomponent transport algorithms /$cAlexandre Ern, Vincent Geovangigli.
260 $aBerlin ;$aNew York :$bSpringer-Verlag,$c[1994], ©1994.
300 $axiv, 427 pages :$billustrations ;$c24 cm.
336 $atext$2rdacontent
337 $aunmediated$2rdamedia
338 $avolume$2rdacarrier
490 1 $aLecture notes in physics. New series m, Monographs ;$vm24
504 $aIncludes bibliographical references (p. [413]-422) and index.
505 0 $a1. Introduction. 1.1. Detailed Modeling of Dilute Polyatomic Gas Mixtures -- 2. Transport Linear Systems. 2.1. Transport Coefficients of Dilute Polyatomic Gas Mixtures. 2.2. Derivation of the Transport Linear Systems. 2.3. Mathematical Structure of the Transport Linear Systems. 2.4. The Shear Viscosity. 2.5. The Volume Viscosity. 2.6. The Diffusion Matrix. 2.7. The Partial Thermal Conductivity and the Thermal Diffusion Vector. 2.8. The Thermal Conductivity and the Thermal Diffusion Ratios. 2.9. Comparison with the Systems of Monchick, Yun, and Mason. 2.10. The Mason and Monchick approximations -- 3. Rescaled Transport Linear Systems. 3.1. Transport Linear System for Nonnegative Mass Fractions. 3.2. The Shear Viscosity. 3.3. The Volume Viscosity. 3.4. The Flux Diffusion Matrix. 3.5. The Partial Thermal Conductivity and the Thermal Diffusion Vector. 3.6. The Thermal Conductivity and the Thermal Diffusion Ratios. 3.7. The Mason and Monchick Approximations -- 4. Mathematical Properties.
505 0 $a4.1. Mathematical Preliminaries. 4.2. The Shear Viscosity. 4.3. The Volume Viscosity. 4.4. The Diffusion Matrix and the Flux Diffusion Matrix. 4.5. The Partial Thermal Conductivity and the Thermal Diffusion Vector. 4.6. The Thermal Conductivity and the Thermal Diffusion Ratios. 4.7. The Dilution Limit -- 5. Convergent Iterative Methods. 5.1. Iterative Methods for Constrained Singular Systems. 5.2. The Shear Viscosity. 5.3. The Volume Viscosity. 5.4. The Diffusion Matrix and the Flux Diffusion Matrix. 5.5. The Partial Thermal Conductivity and the Thermal Diffusion Vector. 5.6. The Thermal Conductivity and the Thermal Diffusion Ratios -- 6. Numerical Experiments. 6.1. Computational Considerations. 6.2. The Shear Viscosity. 6.3. The Volume Viscosity. 6.4. The Diffusion Matrix and the Flux Diffusion Matrix. 6.5. The Partial Thermal Conductivity and the Thermal Diffusion Vector. 6.6. The Thermal Conductivity and the Thermal Diffusion Ratios -- 7. Concluding Remarks.
520 $aThis book presents a general and self-contained theory of iterative algorithms for evaluating transport coefficients of dilute polyatomic gas mixtures, including the Enskog-Chapman procedure with its extension to reactive mixtures, the variational framework for polynomial expansions, the mathematical properties of the linear systems, the singular case of vanishing concentrations, iterative methods with convergence theorems, and explicit, accurate, approximate expressions for all the transport coefficients.
520 8 $aThis book contains mostly new developments and is written for the broadest audience of potentially interested readers, including engineers, physicists, chemists, numerical modelers, applied mathematicians, and mathematicians. Therefore, every mathematical step is carefully explained and only introductory linear algebra and kinetic theory concepts are needed.
520 8 $aThe authors made a special effort in presenting the material rigorously and comprehensively, thereby providing a complete source of reference for evaluating multicomponent transport coefficients.
650 0 $aLaminar flow$xMathematical models.
650 0 $aChemical reactors$xMathematical models.
700 1 $aGiovangigli, Vincent,$d1957-$0http://id.loc.gov/authorities/names/n94063400
830 0 $aLecture notes in physics.$nNew series m,$pMonographs ;$vm24.$0http://id.loc.gov/authorities/names/n92013651
852 00 $boff,phy$hQA929$i.E76 1994