Adiabatic sweep cross-polarization magic-angle-spinning NMR of half-integer quadrupolar spins

作者：Wi Sungsool^*; Kim Chul; Schurko Robert; Frydman Lucio

来源：Journal of Magnetic Resonance, 2017, 277: 131-142.

DOI：10.1016/j.jmr.2017.02.021

• BRAIN-CPMAS
• Adiabatic inversion
• WURST
• Frequency-sweep
• Half-integer quadrupolar nuclei

The use of frequency-swept radiofrequency (rf) pulses for enhancing signals in the magic-angle spinning (MAS) spectra of half-integer quadrupolar nuclides was explored. The broadband adiabatic inversion cross-polarization magic-angle spinning (BRAIN-CPMAS) method, involving an adiabatic inversion pulse on the S-channel and a simultaneous rectangular spin-lock pulse on the I-channel (H-1), was applied to I (1/2) -> S(3/2) systems. Optimal BRAIN-CPMAS matching conditions were found to involve low rf pulse strengths for both the I- and S-spin channels. At these low and easily attainable rf field strengths, level-crossing events among the energy levels |3/2 >, |1/2 >, | -1/2 >, | - 3/2 > that are known to complicate the CPMAS of quadrupolar nuclei, are mostly avoided. Zero- and double-quantum polarization transfer modes, akin to those we have observed for 1(1/2) -> S(1/2) polarization transfers, were evidenced by these analyses even in the presence of the quadrupolar interaction. H-1-Na-23 and H-1-B-11 BRAIN-CPMAS conditions were experimentally explored on model compounds by optimizing the width of the adiabatic sweep, as well as the rf pulse powers of the H-1 and Na-23/B-11 channels, for different MAS rates. The experimental data obtained on model compounds containing spin-3/2 nuclides, matched well predictions from numerical simulations and from an average Hamiltonian theory model. Extensions to half-integer spin nuclides with higher spins and potential applications of this BRAIN-CPMAS approach are discussed.

• 出版日期2017-4