Book contents
- Frontmatter
- Contents
- List of figures
- List of tables
- Preface
- Acknowledgments
- Also by the author
- 1 Kepler, Newton, and the mass function
- 2 Equilibrium in stars
- 3 Equations of state
- 4 Stellar structure and evolution
- 5 Thermal bremsstrahlung radiation
- 6 Blackbody radiation
- 7 Special theory of relativity in astronomy
- 8 Synchrotron radiation
- 9 Compton scattering
- 10 Hydrogen spin-flip radiation
- 11 Dispersion and Faraday rotation
- 12 Gravitational lensing
- Credits, further reading, and references
- Glossary
- Appendix: Units, symbols, and values
- Index
10 - Hydrogen spin-flip radiation
Published online by Cambridge University Press: 05 June 2012
- Frontmatter
- Contents
- List of figures
- List of tables
- Preface
- Acknowledgments
- Also by the author
- 1 Kepler, Newton, and the mass function
- 2 Equilibrium in stars
- 3 Equations of state
- 4 Stellar structure and evolution
- 5 Thermal bremsstrahlung radiation
- 6 Blackbody radiation
- 7 Special theory of relativity in astronomy
- 8 Synchrotron radiation
- 9 Compton scattering
- 10 Hydrogen spin-flip radiation
- 11 Dispersion and Faraday rotation
- 12 Gravitational lensing
- Credits, further reading, and references
- Glossary
- Appendix: Units, symbols, and values
- Index
Summary
What we learn in this chapter
The gaseous matter between the stars, the interstellar medium (ISM), is a complex mix of gases (atomic and molecular), dust, radiation, magnetic fields, and cosmic rays. The dominant component is hydrogen. In its atomic form in the ISM, it emits radiation at the radio frequency of 1420 MHz. The transition is between the two hyperfine states of the ground state. Their energy difference, and hence the frequency of the transition, arises from the interaction of the magnetic moments of the proton and electron constituting the atom.
The orbital motions of clouds of gas about the center of the Galaxy may be tracked through studies of the 1420-MHz radiation. Multiple clouds at a given galactic longitude are distinguished by their different Doppler shifts. Application of the tangent-point method yields a rotation curve (orbital speed versus galactocentric radius) for the Galaxy. The curve is quite flat, indicating large amounts of unseen mass (dark matter). This is typical of other galaxies also. A flat rotation curve is expected for a spherical (or spheroidal) mass distribution with density that decreases as r−2. The differential motion of matter in the solar region of the Galaxy may be described with the Oort constants, which represent the shear and vorticity of the galactic material. […]
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- Astrophysics ProcessesThe Physics of Astronomical Phenomena, pp. 355 - 399Publisher: Cambridge University PressPrint publication year: 2008