| 036a | XA-DE |
| 037b | eng |
| 077a | 312737939 Buchausg. u.d.T.: ‡Shevchuk, Igor V., 1963 - : Convective heat and mass transfer in rotating disk systems |
| 087q | 978-3-642-00717-0 |
| 100 | Shevchuk, Igor V. |
| 331 | Convective Heat and Mass Transfer in Rotating Disk Systems |
| 410 | Berlin, Heidelberg |
| 412 | Springer-Verlag Berlin Heidelberg |
| 425 | 2009 |
| 425a | 2009 |
| 433 | Online-Ressource (XIX, 236p. 116 illus, digital) |
| 451 | Lecture Notes in Applied and Computational Mechanics ; 45 |
| 454 | Lecture notes in applied and computational mechanics |
| 455 | 45 |
| 501 | Includes bibliographical references and index |
| 517 | Preface; Contents; Nomenclature; Subscripts; 1 General Characteristic of Rotating-Disk Systems; 1.1 Industrial Applications of Rotating-Disk Systems; 1.2 Acting Forces; 1.3 Differential Equations of Continuity, Momentum and Heat Transfer; 1.4 Differential Equation of Convective Diffusion; 2 Modelling of Fluid Flow and Heat Transfer in Rotating-Disk Systems; 2.1 Differential and Integral Equations; 2.1.1 Differential Navier--Stokes and Energy Equations; 2.1.2 Differential Boundary Layer Equations; 2.1.3 Integral Boundary Layer Equations; 2.2 Differential Methods of Solution. 2.2.1 Self-Similar Solution2.2.2 Approximate Analytical Methods for Laminar Flow Based on Approximations of Velocity Profiles; 2.2.3 Numerical Methods; 2.3 Integral Methods of Solution; 2.3.1 Momentum Boundary Layer; 2.3.2 Thermal Boundary Layer; 2.4 Integral Method for Modelling Fluid Flow and Heat Transfer in Rotating-Disk Systems; 2.4.1 Structure of the Method; 2.4.2 Turbulent Flow: Improved Approximations of the Velocity and Temperature Profiles; 2.4.3 Models of Surface Friction and Heat Transfer. 2.4.4 Integral Equations with Account for the Models for the Velocity and Temperature Profiles2.5 General Solution for the Cases of Disk Rotation in a Fluid Rotating as a Solid Body and Simultaneous Accelerating Imposed Radial Flow; 3 Free Rotating Disk; 3.1 Laminar Flow; 3.2 Transition to Turbulent Flow and Effect of Surface Roughness; 3.3 Turbulent Flow; 3.3.1 Parameters of the Turbulent Boundary Layer; 3.3.2 Surface Heat Transfer: Experimental and Theoretical Data of Different Authors. 3.3.3 Effect of Approximation of the Radial Velocity Profile on Parameters of Momentum and Thermal Boundary Layers3.3.4 Numerical Computation of Turbulent Flow and Heat Transfer for an Arbitrary Distribution of the Wall Temperature; 3.4 Generalized Analytical Solution for Laminar and Turbulent Regimes Based on the Novel Model for the Enthalpy Thickness; 3.5 Inverse Problem of Restoration of the Wall Temperature Distribution at a Specified Arbitrary Power Law for the Nusselt Number; 3.5.1 Solution of the Problem; 3.5.2 Limiting Case of the Solution. 3.5.3 Properties of the Solution for Temperature Head3.5.4 Analysis of the Solution; 3.6 Theory of Local Modelling; 3.6.1 Solution of the Problem; 3.6.2 Other Interpretations; 4 Unsteady Laminar Heat Transfer of a Free Rotating Disk; 4.1 Transient Experimental Technique for Measuring Heat Transfer over Rotating Disks; 4.2 Self-Similar Navier--Stokes and Energy Equations; 4.3 Exact Solution for Surface Heat Transfer of an Isothermal Rotating Disk; 4.4 Numerical Solution of an Unsteady Conjugate Problem of Hydrodynamics and Heat Transfer of an Initially Isothermal Disk. 4.4.1 Computational Domain and Grid. CoverContents -- 1 General Characteristic of Rotating-Disk Systems -- 1.1 Industrial Applications of Rotating-Disk Systems -- 1.2 Acting Forces -- 1.3 Differential Equations of Continuity, Momentum and Heat Transfer -- 1.4 Differential Equation of Convective Diffusion -- 2 Modelling of Fluid Flow and Heat Transfer in Rotating-Disk Systems -- 2.1 Differential and Integral Equations -- 2.1.1 Differential NavierStokes and Energy Equations -- 2.1.2 Differential Boundary Layer Equations -- 2.1.3 Integral Boundary Layer Equations -- 2.2 Differential Methods of Solution -- 2.2.1 Self-Similar Solution -- 2.2.2 Approximate Analytical Methods for Laminar Flow Based on Approximations of Velocity Profiles -- 2.2.3 Numerical Methods -- 2.3 Integral Methods of Solution -- 2.3.1 Momentum Boundary Layer -- 2.3.2 Thermal Boundary Layer -- 2.4 Integral Method for Modelling Fluid Flow and Heat Transfer in Rotating-Disk Systems -- 2.4.1 Structure of the Method -- 2.4.2 Turbulent Flow: Improved Approximations of the Velocity and Temperature Profiles -- 2.4.3 Models of Surface Friction and Heat Transfer -- 2.4.4 Integral Equations with Account for the Models for the Velocity and Temperature Profiles -- 2.5 General Solution for the Cases of Disk Rotation in a Fluid Rotating as a Solid Body and Simultaneous Accelerating Imposed Radial Flow -- 3 Free Rotating Disk -- 3.1 Laminar Flow -- 3.2 Transition to Turbulent Flow and Effect of Surface Roughness -- 3.3 Turbulent Flow -- 3.3.1 Parameters of the Turbulent Boundary Layer -- 3.3.2 Surface Heat Transfer: Experimental and Theoretical Data of Different Authors -- 3.3.3 Effect of Approximation of the Radial Velocity Profile on Parameters of Momentum and Thermal Boundary Layers -- 3.3.4 Numerical Computation of Turbulent Flow and Heat Transfer for an Arbitrary Distribution of the Wall Temperature -- 3.4 Generalized Analytical Solution for Laminar and Turbulent Regimes Based on the Novel Model for the Enthalpy Thickness -- 3.5 Inverse Problem of Restoration of the Wall Temperature Distribution at a Specified Arbitrary Power Law for the Nusselt Number -- 3.5.1 Solution of the Problem -- 3.5.2 Limiting Case of the Solution -- 3.5.3 Properties of the Solution for Temperature Head -- 3.5.4 Analysis of the Solution -- 3.6 Theory of Local Modelling -- 3.6.1 Solution of the Problem -- 3.6.2 Other Interpretations -- 4 Unsteady Laminar Heat Transfer of a Free Rotating Disk -- 4.1 Transient Experimental Technique for Measuring Heat Transfer over Rotating Disks -- 4.2 Self-Similar NavierStokes and Energy Equations -- 4.3 Exact Solution for Surface Heat Transfer of an Isothermal Rotating Disk -- 4.4 Numerical Solution of an Unsteady Conjugate Problem of Hydrodynamics and Heat Transfer of an Initially Isothermal Disk -- 4.4.1 Computational Domain and Grid -- 4.4.2 Validation for Steady-State Fluid Flow and Heat Transfer -- 4.4.3 Unsteady Fluid Flow and Heat Transfer -- 4.5 Unsteady Conjugate Laminar Heat Transfer of a Rotating Non-uniformly Heated Disk -- 4.5.1 Problem Statement -- 4.5.2 Self-Similar Solution of the Transient Laminar Convective Heat Transfer Problem -- 4.5.3 Solution of the Unsteady Two-Dimensional Problem of Heat Conduction in a Disk -- 4.5.4 Analysis of the Solutions for Unsteady Heat Conduction in a Disk -- 5 External Flow Imposed over a Rotating Disk -- 5.1 Rotation of a Disk in a Fluid Rotating as a Solid Body Without Imposed Radial Flow -- 5.1.1 Turbulent Flow -- 5.1.2 Laminar Flow -- 5.2 Accelerating Ra. |
| 527 | Buchausg. u.d.T.: ‡Shevchuk, Igor V., 1963 - : Convective heat and mass transfer in rotating disk systems |
| 540a | ISBN 978-3-642-00718-7 |
| 540a | ISBN 978-3-642-00717-0 |
| 700 | |TGMB |
| 700 | |SCI065000 |
| 700 | |*80-02 |
| 700 | |80A20 |
| 700b | |621.4021 |
| 700b | |621.82 |
| 700c | |TJ265 |
| 700c | |QC319.8-338.5 |
| 700d | |620#DNB |
| 700g | 1271725665 UG 2900 |
| 700g | 1271487357 UG 2300 |
| 750 | The book describes results of investigations of a series of convective heat and mass transfer problems in rotating-disk systems, namely, over free rotating disks, under conditions of transient heat transfer, solid- body rotation of fluid, orthogonal flow impingement onto a disk, swirl radial flow between parallel co-rotating disks, in cone-disk systems and for Prandtl and Schmidt numbers larger than unity. Methodology used included integral methods, self-similar and approximate analytical solutions, as well as CFD. The book is aimed at the professional audience of academic researchers, industrial RD engineers, university lecturers and graduate/postgraduate students working in the area of rotating-disk systems. |
| 902s | 209647701 Rotierende Scheibe |
| 902s | 209124784 Strömung |
| 902s | 209152117 Wärmeübertragung |
| 902s | 209123184 Stoffübertragung |
| 902s | 209599480 Numerisches Verfahren |
| 012 | 31610437X |
| 081 | Shevchuk, Igor V.: Convective Heat and Mass Transfer in Rotating Disk Systems |
| 100 | Springer E-Book |
| 125a | Elektronischer Volltext - Campuslizenz |
| 655e | $uhttp://dx.doi.org/10.1007/978-3-642-00718-7 |
