1.
Spatial distribution and dispersion of repolarization measured by body surface mapping
用体表心电标测方法探讨复极离散及空间分布
2.
Inflammatory reaction may contribute to the prolonged QT dispersion through cardiac ventricular remodeling or other mechanisms.
③炎症反应可能通过心室重构或其他机制影响复极离散程度。
3.
Experimental Study on the Mechanism about Ventricular Arrhythmia and the Increase of Transmural Dispersion of Repolarization;
跨室壁复极离散度增加与室性心律失常发生机制的实验研究
4.
The Evaluation of the T Peak-T End Interval to the Dispersion of Ventricular Repolarization in Hypertrophic Cardiomyopathy and Dilated Cardiomyopathy
T波峰—末间期对肥厚型心肌病和扩张型心肌病患者心室复极离散度的评价
5.
Observation of Sequence and Dispersion of Epicardium Repolarization before and after Acute Myocardial Infarction in Swine;
猪急性心肌梗死前后心外膜复极顺序及离散度的观察
6.
collector diffusion isolation technique
集电极扩散隔离技术
7.
a bipolar type ion-exchange membrane electrolyzer
复极式离子膜电解槽
8.
Effect of Acute Myocardial Ischemia and Early Reperfusion on Global Repolarization and Dispersion of the Left Ventricular Epicardium in Vivo in Swines
急性心肌缺血和再灌注早期对猪在体左心室心外膜复极及离散度的影响
9.
Minimal Period Problems for Discrete Hamiltonian Systems;
离散Hamilton系统的极小周期问题
10.
Dispersed Random Variables Extreme Value in Common Sequence of Distributions;
离散型随机变量常见分布列中的极值
11.
A new algorithm of pole allocation for singular discrete time systems;
广义离散时间系统极点配置的新方法
12.
Limit Point Criteria for Two Classes of Discrete Hamiltonian Systems
两类离散哈密顿系统极限点型的判定
13.
The Application of Discrete Complex Image Theory in the Electromagnetic Scattering Problems;
离散复镜像理论在电磁散射中的应用与研究
14.
complex-frequency domain analysis of discrete-time system
离散时间系统的复频域分析
15.
Upgrading NCS bipolar ionic membrane electrolyzer into bipolar type zero polar distance electrolyzer
采用国内技术由NCS型复极离子膜电解槽改型为复极零极距电解槽
16.
Ion Diffusion in Three-Dimensional Film Electrodes for ECIS Process
三维膜电极电控离子分离过程离子扩散特性研究
17.
The beam does not spread out appreciably, even at large distance from the source.
它的光束，即使离光源极远，也不显著扩散。
18.
Constrained Variance Design for Assigning Regional Poles: The Discrete time Case
配置区域极点的约束方差设计:离散时间情形