NMR relaxometry is an extremely versatile experimental method offering the unique possibility of probing the dynamics of soft and hard matter at a molecular (atomic) level. This book provides the most comprehensive description of spin relaxation theory so far in the literature. It begins with the perturbation approach explaining the reasons for its limited applicability and then looks at a much more general approach based on the Stochastic Liouville Equation. The reader is directed to considering spin relaxation processes in a variety of systems, from simple liquids, via biomolecular systems to solids, in terms of a theoretical formalism that takes into account multiple relaxation pathways, spin interactions of different origins and complex dynamical scenarios including motional processes on different time scales. In the subsequent chapters of the book, spin relaxation processes in specific classes of systems are discussed providing comprehensive, system-dedicated relaxation models based on the current state of art available in the literature and beyond. The application of advanced models of spin relaxation are discussed in detail and illustrated with examples.
The authors and editors are intent on making the reader aware of the pitfalls and advantages of this method and provide relaxation models that will allow the full exploitation of the potential of NMR relaxometry in various areas of molecular science. This book will appeal to the large scientific community exploiting this method for interdisciplinary applications: from quantum physics to food science.
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Höhe: 234 mm
Breite: 156 mm
ISBN-13
978-1-83916-174-2 (9781839161742)
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Schweitzer Klassifikation
Herausgeber*in
University of Warmia and Mazury in Olsztyn, Poland
Principles and Drawbacks of Spin Relaxation Theories Based on the Perturbation Approach;
Spin Relaxation by Means of the Stochastic Liouville Equation;
Paramagnetic Relaxation Enhancement Beyond the Redfield Limit;
Quadrupole Relaxation Enhancement and Polarization Transfer;
Spin Relaxation Affected by Slow Motion in the Context of Translational Diffusion;
Dynamics of Solids and Demands of Spin Relaxation Theories;
Slow Dynamics of Macromolecular Systems as a Challenge for Relaxation Theories;
Strong Interactions and Spin Relaxation in Superparamagnetic Systems;
Approaching the Redfield Limit for Porous and Confined Systems;
Relaxation Theory at Very Low Magnetic Fields;
NMR Lineshape Modelling Outside the Validity Range of Perturbation Approaches;
Relaxation Pathways in Electrolytes;
Advanced Motional Models and Relaxation Theories;
Molecular Dynamics of Proteins and Spin Relaxation Out of Redfield Limit;
Consequences of Breaking the Redfield Condition for Spin Relaxation;
Reducing the Complexity of Non-perturbation Relaxation Models