脉冲序列的解析导数优化。定向相中氘解耦的应用

T.O. Levante, T. Bremi, R.R. Ernst
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引用次数: 20

摘要

一个脉冲序列优化程序,使用梯度搜索方法与解析导数证明。它可以实现任意复杂的自旋系统哈密顿量和任意脉冲序列。所提出的计算方法比差分法更省时,精度更高。将其应用于K. V. Schenker, D. Suter和a . Pines提出的脉冲序列优化[J]。粉剂。[j] .原子物理学报,1999,19(4):444 - 444。优化后的序列在向列相中溶解的五戊二苯上进行了实验验证。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Pulse-Sequence Optimization with Analytical Derivatives. Application to Deuterium Decoupling in Oriented Phases

A pulse-sequence optimization procedure that uses a gradient-search method with analytical derivatives is demonstrated. It can be implemented for arbitrarily complex spin-system Hamiltonians and arbitrary pulse sequences. The computational method presented is time-efficient and more accurate than difference methods. It is applied to the optimization of a pulse sequence proposed by K. V. Schenker, D. Suter, and A. Pines [J. Magn. Reson.73, 99 (1987)] for deuterium decoupling in oriented phases. The optimized sequence is tested experimentally on pentadeuterobenzene dissolved in nematic phase.

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