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Literature DB >> 24034855

Applications of Floquet-Magnus expansion, average Hamiltonian theory and Fer expansion to study interactions in solid state NMR when irradiated with the magic-echo sequence.

Abstract

This work presents the possibility of applying the Floquet-Magnus expansion and the Fer expansion approaches to the most useful interactions known in solid-state nuclear magnetic resonance using the magic-echo scheme. The results of the effective Hamiltonians of these theories and average Hamiltonian theory are presented.

Entities: Chemical Disease Gene Species

Keywords: Average Hamiltonian theory; Fer expansion; Floquet–Magnus expansion; Magic-echo sequence; NMR interactions; Solid-state NMR

Year: 2013 PMID： 24034855 PMCID： PMC5378413 DOI： 10.1016/j.ssnmr.2013.08.002

Source DB: PubMed Journal: Solid State Nucl Magn Reson ISSN： 0926-2040 Impact factor: 2.293

18 in total

1. Off-resonance multiple-pulse dynamics in solid-state NMR spectroscopy: A revised coherent averaging theory analysis

Authors:
Journal: J Magn Reson Date: 1999-11 Impact factor: 2.229

Review 2. High-resolution 1H NMR spectroscopy in the solid state: very fast sample rotation and multiple-quantum coherences.

Authors: I Schnell; H W Spiess
Journal: J Magn Reson Date: 2001-08 Impact factor: 2.229

3. Pulse error compensating symmetric magic-echo trains.

Authors: G S Boutis; P Cappellaro; H Cho; C Ramanathan; D G Cory
Journal: J Magn Reson Date: 2003-04 Impact factor: 2.229

Review 4. Solid-state NMR spectroscopy under periodic modulation by fast magic-angle sample spinning and pulses: a review.

Authors: S Hafner; D E Demco
Journal: Solid State Nucl Magn Reson Date: 2002 Sep-Nov Impact factor: 2.293

Applications of Floquet-Magnus expansion, average Hamiltonian theory and Fer expansion to study interactions in solid state NMR when irradiated with the magic-echo sequence.

1. Off-resonance multiple-pulse dynamics in solid-state NMR spectroscopy: A revised coherent averaging theory analysis

Review 2. High-resolution 1H NMR spectroscopy in the solid state: very fast sample rotation and multiple-quantum coherences.

3. Pulse error compensating symmetric magic-echo trains.

Review 4. Solid-state NMR spectroscopy under periodic modulation by fast magic-angle sample spinning and pulses: a review.

5. Amplitude-modulated decoupling in rotating solids: a bimodal Floquet approach.

6. Finite pulse width artifact suppression in spin-1 quadrupolar echo spectra by phase cycling.

7. On the application of magic echo cycles for quadrupolar echo spectroscopy of spin-1 nuclei.

8. Symmetry in the design of NMR multiple-pulse sequences.

9. Efficient Time Propagation Technique for MAS NMR Simulation: Application to Quadrupolar Nuclei.

10. Investigation of the Effect of Finite Pulse Errors on BABA Pulse Sequence Using Floquet-Magnus Expansion Approach.

1. Advances in Theory of Solid-State Nuclear Magnetic Resonance.