首页> 外文期刊>The journal of physical chemistry, A. Molecules, spectroscopy, kinetics, environment, & general theory >Nonadiabatic Eigenfunctions Can Have Amplitude, Signed Conical Nodes, or Signed Higher Order Nodes at a Conical Intersection with Circular Symmetry (vol 121, pg 7401, 2017)

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Nonadiabatic Eigenfunctions Can Have Amplitude, Signed Conical Nodes, or Signed Higher Order Nodes at a Conical Intersection with Circular Symmetry (vol 121, pg 7401, 2017)

机译：非抗体特征函数可以具有幅度，签名的圆锥节点，或者在圆锥对称的圆锥形交叉点处签署高阶节点（Vol 121，PG 7401,2017）

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《The journal of physical chemistry, A. Molecules, spectroscopy, kinetics, environment, & general theory》 |2019年第6期|共1页
作者
Foster Peter W.; Jonas David M.;
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正文语种 eng
中图分类物理化学（理论化学）、化学物理学;
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1. Nonadiabatic Eigenfunctions Can Have Amplitude, Signed Conical Nodes, or Signed Higher Order Nodes at a Conical Intersection with Circular Symmetry (vol 121, pg 7401, 2017) [J] . Foster Peter W., Jonas David M. The journal of physical chemistry, A. Molecules, spectroscopy, kinetics, environment, & general theory . 2019,第6期

机译：非抗体特征函数可以具有幅度，签名的圆锥节点，或者在圆锥对称的圆锥形交叉点处签署高阶节点（Vol 121，PG 7401,2017）
2. Nonadiabatic conical nodes are near but not at an elliptical conical intersection [J] . Foster Peter W., Jonas David M. Chemical Physics: A Journal Devoted to Experimental and Theoretical Research Involving Problems of Both a Chemical and Physical Nature . 2019,第期

机译：非抗锥节点近，但不在椭圆锥形交叉处
3. Nonadiabatic eigenfunctions can have conical nodes [J] . Foster Peter W., Peters William K., Jonas David M. Chemical Physics Letters . 2017,第期

机译：非抗皱特征可以具有锥形节点
4. A Conical Area Evolutionary Algorithm Based on Modularity Q for Community Detection from Signed Networks [C] . Yu Wu, Pengfei Chao, Weiqin Ying, IEEE International Conference on Computational Science and Engineering;IEEE/IFIP International Conference on Embedded and Ubiquitous Computing . 2017

机译：一种基于模块化Q的圆锥形区域进化算法，用于签名网络中的社区检测
5. Manipulating nonadiabatic conical intersection dynamics by optical cavities [O] . Bing Gu, Shaul Mukamel 2020

机译：用光学腔操纵非抗锥形交叉线动力学
6. Nonadiabatic Eigenfunctions Can Have Amplitude, Signed Conical Nodes, or Signed Higher Order Nodes at a Conical Intersection with Circular Symmetry [O] . Peter W. Foster, David M. Jonas 2017

机译：非抗体的特征可以具有幅度，签名的圆锥节点，或者在圆形对称的圆锥形交叉点处签署高阶节点
7. Nonadiabatic Eigenfunctions Can Have Amplitude, Signed Conical Nodes, or Signed Higher Order Nodes at a Conical Intersection with Circular Symmetry (Open Access Publisher's Version). [R] . Foster, P. W., Jonas, D. M. 2017

机译：非绝热本征函数可以在圆形对称的圆锥交点处具有幅度，有符号圆锥节点或有符号高阶节点（Open access publisher的版本）。

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