Amazon cover image
Image from Amazon.com

Principles of astrophysical fluid dynamics / Cathie Clarke and Bob Carswell.

By: Contributor(s): Material type: TextTextPublication details: Cambridge : Cambridge University Press, ©2007.Description: 1 online resource (ix, 226 pages) : illustrationsContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9780511649103
  • 051164910X
  • 0511271387
  • 9780511271380
  • 9780511813450
  • 0511813457
  • 9780511568374
  • 0511568371
Subject(s): Genre/Form: Additional physical formats: Print version:: Principles of astrophysical fluid dynamics.DDC classification:
  • 523.01 22
LOC classification:
  • QB461 .C59 2007eb
Online resources:
Contents:
1.1 Fluids in the Universe 2 -- 1.2 The concept of a 'fluid element' 4 -- 1.3 Formulation of the fluid equations 5 -- 1.4 Relation between the Eulerian and Lagrangian descriptions 7 -- 1.5 Kinematical concepts 8 -- 2 The fluid equations 12 -- 2.1 Conservation of mass 12 -- 2.2 Pressure 14 -- 2.3 Momentum equations 15 -- 2.4 Momentum equation in conservative form: the stress tensor and concept of ram pressure 17 -- 3 Gravitation 20 -- 3.1 The gravitational potential 20 -- 3.2 Poisson's equation 22 -- 3.3 Using Poisson's equation 24 -- 3.4 The potential associated with a spherical mass distribution 27 -- 3.5 Gravitational potential energy 28 -- 3.6 The virial theorem 30 -- 4 The energy equation 32 -- 4.1 Ideal gases 32 -- 4.2 Barotropic equations of state: the isothermal and adiabatic cases 33 -- 4.3 Energy equation 37 -- 4.4 Energy transport 39 -- 4.5 The form of Q[subscript cool] 45 -- 5 Hydrostatic equilibrium 46 -- 5.1 Basic equations 46 -- 5.2 The isothermal slab 47 -- 5.3 An isothermal atmosphere with constant g 49 -- 5.4 Stars as self-gravitating polytropes 50 -- 5.5 Solutions for the Lane-Emden equation 52 -- 5.6 The case of n = [infinity] 55 -- 5.7 Scaling relations 56 -- 5.8 Examples of astrophysical interest 60 -- 5.9 Summary: general method for scaling relations 62 -- 6 Propagation of sound waves 63 -- 6.1 Sound waves in a uniform medium 63 -- 6.2 Propagation of sound waves in a stratified atmosphere 68 -- 6.3 General approach to wave propagation problems 73 -- 6.4 Transmission of sound waves at interfaces 74 -- 7 Supersonic flows 77 -- 7.1 Shocks 78 -- 7.2 Isothermal shocks 85 -- 8 Blast waves 89 -- 8.1 Strong explosions in uniform atmospheres 89 -- 8.2 Blast waves in astrophysics and elsewhere 96 -- 8.3 Structure of the blast wave 99 -- 8.4 Breakdown of the similarity solution 102 -- 8.5 The effects of cooling and blow out from galactic discs 104 -- 9 Bernoulli's equation 107 -- 9.1 Basic equation 107 -- 9.2 De Laval nozzle 113 -- 9.3 Spherical accretion and winds 118 -- 9.4 Stellar winds 123 -- 9.5 General steady state solutions 126 -- 10 Fluid instabilities 128 -- 10.1 Rayleigh-Taylor instability 128 -- 10.2 Gravitational instability (Jeans instability) 139 -- 10.3 Thermal instability 142 -- 10.4 Method summary 149 -- 11 Viscous flows 150 -- 11.1 Linear shear and viscosity 150 -- 11.2 Navier-Stokes equation 153 -- 11.3 Evolution of vorticity in viscous flows 157 -- 11.4 Energy dissipation in incompressible viscous flows 158 -- 11.5 Viscous flow through a circular pipe and the transition to turbulence 159 -- 12 Accretion discs in astrophysics 163 -- 12.1 Derivation of viscous evolution equations for accretion discs 165 -- 12.2 Viscous evolution equation with constant viscosity 167 -- 12.3 Steady thin discs 173 -- 12.4 Radiation from steady thin discs 176 -- 13 Plasmas 179 -- 13.1 Magnetohydrodynamic equations 180 -- 13.2 Charge neutrality 184 -- 13.3 Ideal hydromagnetic equations 186 -- 13.4 Waves in plasmas 190 -- 13.5 The Rayleigh-Taylor instability revisited 195 -- Appendix Equations in curvilinear coordinates 200 -- Books for background and further reading 222.
Summary: This textbook introduces the necessary fluid dynamics to understand a wide range of astronomical phenomena, from stellar structures to supernovae blast waves, to accretion discs. The authors introduce and derive the fundamental equations.
Item type:
Tags from this library: No tags from this library for this title. Log in to add tags.
Star ratings
    Average rating: 0.0 (0 votes)
Holdings
Item type Home library Collection Call number Materials specified Status Date due Barcode
Electronic-Books Electronic-Books OPJGU Sonepat- Campus E-Books EBSCO Available

Includes bibliographical references and index.

This textbook introduces the necessary fluid dynamics to understand a wide range of astronomical phenomena, from stellar structures to supernovae blast waves, to accretion discs. The authors introduce and derive the fundamental equations.

Print version record.

1.1 Fluids in the Universe 2 -- 1.2 The concept of a 'fluid element' 4 -- 1.3 Formulation of the fluid equations 5 -- 1.4 Relation between the Eulerian and Lagrangian descriptions 7 -- 1.5 Kinematical concepts 8 -- 2 The fluid equations 12 -- 2.1 Conservation of mass 12 -- 2.2 Pressure 14 -- 2.3 Momentum equations 15 -- 2.4 Momentum equation in conservative form: the stress tensor and concept of ram pressure 17 -- 3 Gravitation 20 -- 3.1 The gravitational potential 20 -- 3.2 Poisson's equation 22 -- 3.3 Using Poisson's equation 24 -- 3.4 The potential associated with a spherical mass distribution 27 -- 3.5 Gravitational potential energy 28 -- 3.6 The virial theorem 30 -- 4 The energy equation 32 -- 4.1 Ideal gases 32 -- 4.2 Barotropic equations of state: the isothermal and adiabatic cases 33 -- 4.3 Energy equation 37 -- 4.4 Energy transport 39 -- 4.5 The form of Q[subscript cool] 45 -- 5 Hydrostatic equilibrium 46 -- 5.1 Basic equations 46 -- 5.2 The isothermal slab 47 -- 5.3 An isothermal atmosphere with constant g 49 -- 5.4 Stars as self-gravitating polytropes 50 -- 5.5 Solutions for the Lane-Emden equation 52 -- 5.6 The case of n = [infinity] 55 -- 5.7 Scaling relations 56 -- 5.8 Examples of astrophysical interest 60 -- 5.9 Summary: general method for scaling relations 62 -- 6 Propagation of sound waves 63 -- 6.1 Sound waves in a uniform medium 63 -- 6.2 Propagation of sound waves in a stratified atmosphere 68 -- 6.3 General approach to wave propagation problems 73 -- 6.4 Transmission of sound waves at interfaces 74 -- 7 Supersonic flows 77 -- 7.1 Shocks 78 -- 7.2 Isothermal shocks 85 -- 8 Blast waves 89 -- 8.1 Strong explosions in uniform atmospheres 89 -- 8.2 Blast waves in astrophysics and elsewhere 96 -- 8.3 Structure of the blast wave 99 -- 8.4 Breakdown of the similarity solution 102 -- 8.5 The effects of cooling and blow out from galactic discs 104 -- 9 Bernoulli's equation 107 -- 9.1 Basic equation 107 -- 9.2 De Laval nozzle 113 -- 9.3 Spherical accretion and winds 118 -- 9.4 Stellar winds 123 -- 9.5 General steady state solutions 126 -- 10 Fluid instabilities 128 -- 10.1 Rayleigh-Taylor instability 128 -- 10.2 Gravitational instability (Jeans instability) 139 -- 10.3 Thermal instability 142 -- 10.4 Method summary 149 -- 11 Viscous flows 150 -- 11.1 Linear shear and viscosity 150 -- 11.2 Navier-Stokes equation 153 -- 11.3 Evolution of vorticity in viscous flows 157 -- 11.4 Energy dissipation in incompressible viscous flows 158 -- 11.5 Viscous flow through a circular pipe and the transition to turbulence 159 -- 12 Accretion discs in astrophysics 163 -- 12.1 Derivation of viscous evolution equations for accretion discs 165 -- 12.2 Viscous evolution equation with constant viscosity 167 -- 12.3 Steady thin discs 173 -- 12.4 Radiation from steady thin discs 176 -- 13 Plasmas 179 -- 13.1 Magnetohydrodynamic equations 180 -- 13.2 Charge neutrality 184 -- 13.3 Ideal hydromagnetic equations 186 -- 13.4 Waves in plasmas 190 -- 13.5 The Rayleigh-Taylor instability revisited 195 -- Appendix Equations in curvilinear coordinates 200 -- Books for background and further reading 222.

eBooks on EBSCOhost EBSCO eBook Subscription Academic Collection - Worldwide

There are no comments on this title.

to post a comment.

O.P. Jindal Global University, Sonepat-Narela Road, Sonepat, Haryana (India) - 131001

Send your feedback to glus@jgu.edu.in

Hosted, Implemented & Customized by: BestBookBuddies   |   Maintained by: Global Library