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  • NMR: The Toolkit: The Toolkit

    NMR: The Toolkit by Hore, Peter; Jones, Jonathan;

    The Toolkit

    Series: Oxford Chemistry Primers; 92;

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      • Publisher's listprice GBP 16.99
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    Product details:

    • Publisher OUP Oxford
    • Date of Publication 3 August 2000

    • ISBN 9780198504153
    • Binding Paperback
    • No. of pages96 pages
    • Size 246x188x6 mm
    • Weight 199 g
    • Language English
    • Illustrations numerous line illustrations
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    Short description:

    Nuclear magnetic resonance (NMR) is an enormously powerful and versatile method for investigating the structure and dynamics of molecules. This book provides the conceptual and theoretical tools needed to understand the inner workings of modern NMR experiments. The approach is relatively informal, accessible and concise.

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    Long description:

    This book provides a concise, approachable description of how modern NMR experiments work, aimed principally at those who use, or might use, an NMR spectrometer and are curious about why the spectra look the way they do. It provides, in an accessible and relatively informal fashion, the conceptual and theoretical tools needed to understand the inner workings of some of the most important multi-pulse, multi-nuclear, multi-dimensional techniques that chemists and
    biochemists use to probe the structures and dynamics of molecules in liquids.

    Part A (chapters 1-6) starts with the vector model, and proceeds to the more powerful product operator formalism. Part B (chapters 7-10) shows how straightforward quantum mechanics can be used to understand NMR and product operators at a more fundamental level.

    The treatment builds on material in P.J. Hore's OCP 32, Nuclear Magnetic Resonance, but it can also be used as a stand-alone text.

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    Table of Contents:

    Introduction
    The Vector Model
    Fourier Transform NMR
    Product Operators I
    Product Operators II
    Two-Dimensional NMR
    Phase Cycling and pulsed field gradients
    Quantum Mechanics
    Density Matrices
    Weak coupling and equivalence
    Strong coupling

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