Magnetization transfer via isotropic mixing: An introduction to the HOHAHA experiment

Rickey P. Hicks; John K. Young; Detlef Moskau

doi:10.1002/cmr.1820060203

Magnetization transfer via isotropic mixing: An introduction to the HOHAHA experiment

Rickey P. Hicks, John K. Young, Detlef Moskau

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Abstract

The theory of the cross‐polarization two‐dimensional homonuclear Hartmann‐Hahn experiment is introduced. The product operator formalism is used to develop expressions to explain the transfer of magnetization under the influence of the isotropic Hamiltonian. The various modifications of the HOHAHA/TOCSY experiment are presented. The MLEV‐17 pulse cycle for generation of the spin‐lock pulse is discussed in detail. The intensity of magnetization transfer is shown both mathematically and graphically to be dependent on the relationship mixing time 1/(2J_AX). The HOHAHA experiment is also discussed in relation to the other spin‐lock experiments, ROESY and CAMELSPIN.

Original language	English (US)
Pages (from-to)	115-130
Number of pages	16
Journal	Concepts in Magnetic Resonance
Volume	6
Issue number	2
DOIs	https://doi.org/10.1002/cmr.1820060203
State	Published - Apr 1994
Externally published	Yes

ASJC Scopus subject areas

Chemistry(all)
Spectroscopy
Physical and Theoretical Chemistry

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title = "Magnetization transfer via isotropic mixing: An introduction to the HOHAHA experiment",

abstract = "The theory of the cross‐polarization two‐dimensional homonuclear Hartmann‐Hahn experiment is introduced. The product operator formalism is used to develop expressions to explain the transfer of magnetization under the influence of the isotropic Hamiltonian. The various modifications of the HOHAHA/TOCSY experiment are presented. The MLEV‐17 pulse cycle for generation of the spin‐lock pulse is discussed in detail. The intensity of magnetization transfer is shown both mathematically and graphically to be dependent on the relationship mixing time 1/(2JAX). The HOHAHA experiment is also discussed in relation to the other spin‐lock experiments, ROESY and CAMELSPIN.",

author = "Hicks, {Rickey P.} and Young, {John K.} and Detlef Moskau",

year = "1994",

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doi = "10.1002/cmr.1820060203",

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T2 - An introduction to the HOHAHA experiment

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AU - Young, John K.

AU - Moskau, Detlef

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Y1 - 1994/4

N2 - The theory of the cross‐polarization two‐dimensional homonuclear Hartmann‐Hahn experiment is introduced. The product operator formalism is used to develop expressions to explain the transfer of magnetization under the influence of the isotropic Hamiltonian. The various modifications of the HOHAHA/TOCSY experiment are presented. The MLEV‐17 pulse cycle for generation of the spin‐lock pulse is discussed in detail. The intensity of magnetization transfer is shown both mathematically and graphically to be dependent on the relationship mixing time 1/(2JAX). The HOHAHA experiment is also discussed in relation to the other spin‐lock experiments, ROESY and CAMELSPIN.

AB - The theory of the cross‐polarization two‐dimensional homonuclear Hartmann‐Hahn experiment is introduced. The product operator formalism is used to develop expressions to explain the transfer of magnetization under the influence of the isotropic Hamiltonian. The various modifications of the HOHAHA/TOCSY experiment are presented. The MLEV‐17 pulse cycle for generation of the spin‐lock pulse is discussed in detail. The intensity of magnetization transfer is shown both mathematically and graphically to be dependent on the relationship mixing time 1/(2JAX). The HOHAHA experiment is also discussed in relation to the other spin‐lock experiments, ROESY and CAMELSPIN.

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Magnetization transfer via isotropic mixing: An introduction to the HOHAHA experiment

Abstract

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