Principles of nuclear magnetic resonance in one and two dimensions
著者
書誌事項
Principles of nuclear magnetic resonance in one and two dimensions
(International series of monographs on chemistry, 14)
Clarendon Press : Oxford University Press, 1990
- : pbk
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注記
Includes bibliographical references (p. [565]-596) and index
内容説明・目次
内容説明
Nuclear magnetic resonance spectroscopy is one of the most powerful and versatile techniques now available for the study of molecular structure and reaction mechanisms. Written by recognised experts in the field, this classic account of modern NMR spectroscopy was heralded on its first publication in 1987 as "the lasting text of its age" Nature. Now available in paperback, it provides a thoroughly comprehensive review of modern NMR techniques and the
underlying principles. It describes the study of solutions and solids using one- and two-dimensional spectroscpy, providing both a solid theoretical foundation and a description of practical procedures. The material is presented in an intuitive manner within a rigorous mathematical framework, and is extensively
illustrated throughout.
This important work was written at the ETH in Zurich, one of the world's leading institutions in advanced NMR methods, which has played a key role in the development of Fourier spectroscopy, two-dimensional spectroscopy, and Fourier-transform NMR imaging. Available in paperback for the first time, the book provides the definitive account of the field, and is without question "a must.....for every self-respecting NMR spectroscopist" Journal of Magnetic Resonance.
目次
- List of notation
- Introduction
- The dynamics of nuclear spin systems
- Manipulation of nuclear spin Hamiltonians
- One-dimensional Fourier spectroscopy
- Multiple-quantum transitions
- Two-dimensional Fourier spectroscopy
- Two-dimensional separation of interactions
- Two-dimensional correlation methods based on coherence transfer
- Dynamic processes studied by two-dimensional exchange spectroscopy
- Nuclear magnetic resonance imaging
- References
- Index.
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