photon-induxed action是什么意思

用法例句

Calculation of Effective Doses for External Photons to Human Body with Monte Carlo Method;

用蒙特卡罗方法计算光子外照射对人体产生的有效剂量

Exploration of the photon rest mass effects in axions experiments by using the laser beam traveling through a strong magnetic field;

用强场激光探测轴子实验中的光子静质量效应

Application of two-dimensional neutron and Photon transport code DOT3.5 in radiation shielding design of HT-7U device;

二维中子-光子输运计算程序DOT3.5在核聚变实验装置HT—7U辐射屏蔽设计中的应用

Research on energy distribution of second electrons from photons impacting with atoms in tissue equivalent material;

光子在组织等效介质中产生的次级电子能量分布研究

When photons are described by double-wave theory, they become quantum particles with localization.

用双波理论描述光子 ,使光子成为具有定域性的量子粒子。

To research the energy distribution rules of second electrons from photons with different energy which impact with atoms in tissue equivalent material.

为探讨不同能量光子在组织等效物质中产生的次级电子在能量上的分布规律,依据理论分析和计算的方法,明确了水作为组织等效材料的合理性,利用MC方法中粒子输运技术,对光子在介质中行为进行了大量的模拟计算,得到了不同能量光子与介质中原子(H、O)相互作用的事件类型的比例分布情况以及在这些事件中产生的次级电子能量分布的真实情形,并获得了重要研究结论:1、光子能量小于28keV时,光子与介质原子之间的作用以光电效应为主;2、能量为28～30keV的光子,光电效应与康普顿散射几率大致相等;3、能量大于30keV的光子,康普顿散射事件逐步占据主导地位,这种事件几率随光子能量的增加而增大。

Analysis on the Refraction Properties of One-Dimensional Photonic Crystals;

一维光子晶体的折射谱线特性分析

Band structures and defect mode of one-dimensional photonic crystals composed of alternate layers of negative and positive refraction materials;

正负折射率材料组成的一维光子晶体的能带及缺陷模

The distribution of the electric field in two-dimension photonic crystals;

二维光子晶体中场的分布

The Rao Yutai 2~(nd) class award for fundamental optics——Ultrafast tunable organic nonlinear photonic crystals;

超快速可调谐有机非线性光子晶体——饶毓泰基础光学二等奖介绍

Band gap character analysis of hexagonal and kagomé lattice two-dimensional photonic crystal;

蜂窝晶格和Kagomé晶格二维光子晶体带隙特性研究

Temperature modulation in one-dimension photonic crystal;

一维光子晶体的温控特性研究

A novel photonic band gap structure for microstrip lines;

一种新型微带光子带隙结构

An 2D photonic crystal film with entire photonic band gap;

一种具有完全光子带隙的二维光子晶体薄膜

Applications of group theory to calculations of photonic band gap;

群论在光子带隙计算中的应用