2006
DOI: 10.1016/j.jmr.2006.02.009
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Effective dipolar couplings determined by dipolar dephasing of double-quantum coherences

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Cited by 23 publications
(3 citation statements)
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“…The net P–P interatomic contacts in a glass may be assessed by 31 P 2QF experiments utilizing dipolar recoupling under MAS conditions ,, , Here, 2QC are excited in a series of experiments with incremented excitation intervals (τ exc ), as shown in Figure a. The 2QC buildup rate from a pair j – k of 31 P– 31 P nuclei in the structure increases concomitantly with the size of its through-space-mediated homonuclear dipolar coupling constant ( b jk ; in units of rad s –1 ), which exhibits an inverse cubic relationship to the 31 P– 31 P internuclear distance r jk , where γ denotes the magnetogyric ratio of 31 P.…”
Section: Resultsmentioning
confidence: 99%
“…The net P–P interatomic contacts in a glass may be assessed by 31 P 2QF experiments utilizing dipolar recoupling under MAS conditions ,, , Here, 2QC are excited in a series of experiments with incremented excitation intervals (τ exc ), as shown in Figure a. The 2QC buildup rate from a pair j – k of 31 P– 31 P nuclei in the structure increases concomitantly with the size of its through-space-mediated homonuclear dipolar coupling constant ( b jk ; in units of rad s –1 ), which exhibits an inverse cubic relationship to the 31 P– 31 P internuclear distance r jk , where γ denotes the magnetogyric ratio of 31 P.…”
Section: Resultsmentioning
confidence: 99%
“…2D correlation spectra used rotor synchronized sampling for the indirect dimension. Double-quantum dephasing experiments (DoDe) were conducted at 8 kHz sample-spinning frequency. An INADEQUATE sequence prepared double-quantum coherence in 2.8 ms, dephasing was achieved with POSTC7, and reconversion was realized again with an INADEQUATE sequence preparing double-quantum coherence in 2.8 ms.…”
Section: Methodsmentioning
confidence: 99%
“…Examples of such direct dipolar recoupling experiments are based either on the stimulation of the zero-quantum coherences such as the radio frequency-driven recoupling (RFDR) technique, , or on the excitation of double quantum coherences either via the back-to-back (BaBa) , technique or by symmetry-based windowless pulse sequences such as the R14 2 6 (ref ) or the POSTC7 methods. In such DQ-based methods, measurements of either DQ-buildup rates or DQ-dephasing rates have been rather powerful approaches for quantifying direct dipolar interactions in two- or multispin systems.…”
Section: Introductionmentioning
confidence: 99%