Encyclopedia of Magnetic Resonance 2007
DOI: 10.1002/9780470034590.emrstm0132
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Double-Quantum Filtered NMR of Ordered Biological Tissues

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Cited by 4 publications
(11 citation statements)
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“…During the creation time, τ, the second‐rank tensors T 2,±1 are formed by quadrupolar interaction. During the double‐quantum evolution time, t DQ , DQ coherence (T 2,±2 ) is selected and as a result the tensors T 1,±1 are removed . The third 90° pulse converts the tensors T 2,±2 into T 2,±1 , and from there into T 1,±1 during the second τ period.…”
Section: Methodsmentioning
confidence: 99%
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“…During the creation time, τ, the second‐rank tensors T 2,±1 are formed by quadrupolar interaction. During the double‐quantum evolution time, t DQ , DQ coherence (T 2,±2 ) is selected and as a result the tensors T 1,±1 are removed . The third 90° pulse converts the tensors T 2,±2 into T 2,±1 , and from there into T 1,±1 during the second τ period.…”
Section: Methodsmentioning
confidence: 99%
“…Deuteron NMR has been found to be ideally suited for investigation of tissues consisting of ordered structures for the following 3 reasons: (1) The quadrupolar interaction is significantly larger than the dipolar interaction, and therefore its residual interaction, due to anisotropic motion, is larger; and (2) the proton exchange causing averaging from dipolar interaction is not affecting the residual quadrupolar interaction; and (3) the native water can readily be exchanged with D 2 O. During the past 2 decades, some of the authors of the present paper have conducted double‐quantum‐filtered (DQF) 2 H experiments on various nervous system components, including sciatic and optic nerves and spinal cords immersed in D 2 O. This method improves the distinction between various compartments and tissues on the basis of their specific quadrupolar splittings, 2ω Q , where ω Q is the residual quadrupolar interaction …”
Section: Introductionmentioning
confidence: 99%
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“…In the DQF‐MT pulse sequence, single‐rank single‐quantum coherences T 1,±1 (given by normalI±/2) were obtained after the application of the first 90° pulse and evolved during the creation time τ/2 to become second rank tensors T 2,±1 , which consist of product operators such asnormalI±1normalIz2. These were filtered through double quantum coherences T 2,±2 (normalI±1normalI±2/2) by suitable phase cycling . The filtered tensors reverted to T 2,±1 by application of the third pulse and then evolved during the second τ/2 (reconversion) period into T 1,±1 .…”
Section: Introductionmentioning
confidence: 99%