摘要
本文提出了用量子力学的空间转动变换算符描述特形脉冲的方法。它把任意的特形脉冲用三个欧拉角来表示，并且使得在特形脉冲下的相干演化可以很容易地利用多极ＮＭＲ理论，张量算符理论或者积算符理论来分析，作为例子，用数值方法计算了高斯脉冲的三个参数。
he propagator of a shaped pulse is taken as the rotation operator with the threeEuler angles. The coherence evolutions under the shaped pulse are described by MultipoleNMR , the tensor operator formalism, and the Cartesian operator formalism. The nu-merical calculation for a Gaussian-shaped pulse is made as an example.
出处
《波谱学杂志》
CAS
CSCD
1994年第4期345-351,共7页
Chinese Journal of Magnetic Resonance
关键词
特形脉冲
欧拉角
欧拉几何方程
Shaped pulse, Euler angles, Euler geometric equations
