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Perspectives in magnetohydrodynamics research / Victor G. Reyes, editor.

Contributor(s): Material type: TextTextSeries: Earth sciences in the 21st century series | Space science, exploration and policies seriesPublisher: New York : Nova Science Publishers, Inc., [2011]Description: 1 online resourceContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9781621001287
  • 1621001288
Subject(s): Genre/Form: Additional physical formats: Print version:: Perspectives in magnetohydrodynamics researchDDC classification:
  • 538/.6 22
LOC classification:
  • QC718.5.M36
Online resources:
Contents:
PERSPECTIVES IN MAGNETOHYDRODYNAMICS RESEARCH; PERSPECTIVES IN MAGNETOHYDRODYNAMICS RESEARCH; Contents; Preface; MHD Free Convection in a Porous Medium Bounded by a Long Vertical Wavy Wall and a Parallel Flat Wall; Abstract; 1. Introduction; 2. Mathematical Analysis; 2.a. Solution of Mean Part; 2.b. Solution Procedure for Perturbed Part; 3. Skin Friction and Nusselt Number at the Walls; 4. Results and Discussion; 4.a. Presentation of First Order Solution; Conclusion; Nomenclature; Greek Symbols; Subscript; Appendix; References.
Immersed Boundary Method: The Existence of Approximate Solution in Two-Dimensional CaseTransient Hydromagnetic Natural Convection between Two Vertical Walls Heated/Cooled Asymmetrically; Abstract; 1. Introduction; 2. Mathematical Formulation; Steady State Solution; Results and Discussion; Conclusion; Nomenclature; Greek Symbols; References; Effect of Suction/ Injection on MHD Flat Plate Thermometer; Abstract; Introduction; Problem Formulation; Results and Discussion; Conclusion; Nomenclature; Greek Symbols; Subscripts; Superscript; References.
Flute and Ballooning Modes in the Inner Magnetosphere of the Earth: Stability and Influence of the Ionospheric ConductivityAbstract; Introduction; 1. Main Equations; 1.1. Initial Equations; 1.2. Magnetic Label; 1.3. Equations of Small Oscillations; 1.4. Ballooning Approximation; 2. Dipole Model of the Geomagnetic Field; 2.1. Magnetic Field; 2.2. Equilibrium; 2.3. Equations of Small Oscillations in Dipole Geometry; 2.4. Polarization of Ballooning Modes; 3. Ionospheric Boundary Conditions; 3.1. Boundary Conditions; 3.2. Expression for; 3.3. Derivation of.
3.4. Boundary Conditions for Ballooning Modes in Dipole Geometry4. Magnetospheric Plasma Stability; 4.1. Energetic Analysis; 4.2. Boundary Problem for the Stability Threshold; 4.3. Stability Threshold; 4.3.1. Flute Perturbations; 4.3.2. Incompressible Perturbations; 4.3.3. Numerical Analysis; 4.4. Stability Criterion of Ballooning Modes with Perfectly Conductive Boundary; Conclusion; References; Index.
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Includes bibliographical references and index.

Description based on print version record.

English.

PERSPECTIVES IN MAGNETOHYDRODYNAMICS RESEARCH; PERSPECTIVES IN MAGNETOHYDRODYNAMICS RESEARCH; Contents; Preface; MHD Free Convection in a Porous Medium Bounded by a Long Vertical Wavy Wall and a Parallel Flat Wall; Abstract; 1. Introduction; 2. Mathematical Analysis; 2.a. Solution of Mean Part; 2.b. Solution Procedure for Perturbed Part; 3. Skin Friction and Nusselt Number at the Walls; 4. Results and Discussion; 4.a. Presentation of First Order Solution; Conclusion; Nomenclature; Greek Symbols; Subscript; Appendix; References.

Immersed Boundary Method: The Existence of Approximate Solution in Two-Dimensional CaseTransient Hydromagnetic Natural Convection between Two Vertical Walls Heated/Cooled Asymmetrically; Abstract; 1. Introduction; 2. Mathematical Formulation; Steady State Solution; Results and Discussion; Conclusion; Nomenclature; Greek Symbols; References; Effect of Suction/ Injection on MHD Flat Plate Thermometer; Abstract; Introduction; Problem Formulation; Results and Discussion; Conclusion; Nomenclature; Greek Symbols; Subscripts; Superscript; References.

Flute and Ballooning Modes in the Inner Magnetosphere of the Earth: Stability and Influence of the Ionospheric ConductivityAbstract; Introduction; 1. Main Equations; 1.1. Initial Equations; 1.2. Magnetic Label; 1.3. Equations of Small Oscillations; 1.4. Ballooning Approximation; 2. Dipole Model of the Geomagnetic Field; 2.1. Magnetic Field; 2.2. Equilibrium; 2.3. Equations of Small Oscillations in Dipole Geometry; 2.4. Polarization of Ballooning Modes; 3. Ionospheric Boundary Conditions; 3.1. Boundary Conditions; 3.2. Expression for; 3.3. Derivation of.

3.4. Boundary Conditions for Ballooning Modes in Dipole Geometry4. Magnetospheric Plasma Stability; 4.1. Energetic Analysis; 4.2. Boundary Problem for the Stability Threshold; 4.3. Stability Threshold; 4.3.1. Flute Perturbations; 4.3.2. Incompressible Perturbations; 4.3.3. Numerical Analysis; 4.4. Stability Criterion of Ballooning Modes with Perfectly Conductive Boundary; Conclusion; References; Index.

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