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1)  transport property
传递性质
1.
Comparisons of transport property of Lennard-Jones fluid with Soft-Sphere fluid: A molecular dynamics simulation study;
基于Lennard-Jones和Soft-Sphere势能模型的流体传递性质分子动力学模拟比较
2)  transmissible plasmid
传递性质粒
3)  resistance transfer factor
耐药性传递质粒
4)  characteristics of heat and mass transfer
热质传递特性
1.
In this article,the characteristics of heat and mass transfer during RF/V drying were studied preliminarily by using larch.
本文以落叶松为试材对高频真空干燥过程中的热质传递特性进行了初步的探讨。
5)  proton transfer
质子传递
1.
The bacteriorhodopsin crystal structure from PDB (1R84) was taken as the model system to study the possible mechanism of the proton transfer by molecular simulations.
用CHARMM程序以细菌紫红质1R84晶体为模型,模拟了在等温定容条件下细菌紫红质在1ps过程中的变化,分析了与质子传递相关的ASP85,ASP212和水分子与视黄醛间氢键的结构变化情况。
2.
Solvent effects on proton transfer in ammonia-hydrogen halide complexes have been investigated by using the cluster, continuum, and combined discrete-continuum models, respectively.
分别采用分子簇模型、连续介质模型和离散 -连续组合模型研究了XH NH3 (X =F ,Cl ,Br)分子内质子传递的溶剂效应 。
3.
Proton transfer processes of the system NH4+ + NH3→NH3 + NH4+ , NH4+ + NH2CH3→NH3+NH3CH3+ , NH4++NH(CH3)2→NH3+NH2(CH3)2+ and NH3CH3++NH2CH3→NH2CH3+NH3CH3+ have been studied by ab initio SCF method at RHF/6-31G level.
用从头计算法在HF/6-31G~*基组水平上研究了NH_4~++NH_3→NH_3+NH_4~+,NH_4~++NH_2CH_3→NH_3+NH_3CH_3~+,NH_4~++NH(CH_3)_2→NH_3+NH_2(CH_3)_2~+以及NH_3CH_3~++NH_2CH_3→NH_2CH_3+NH_3CH_3~+等4个体系的质子传递反应的机理。
6)  mass transfer
质量传递
1.
Global simulation of silicon crystal Czochralski growth Ⅱ. Characteristics of mass transfer;
硅单晶Czochralski法生长全局数值模拟Ⅱ.质量传递特性
2.
As foundation of chromatography separation,chromatography models are very helpful for describing mass transfer and adsorption in this progress.
色谱模型是研究色谱分离过程的基础,对于描述该过程中质量传递动力学和吸附过程具有非常重要的帮助。
3.
The efficiency of dissolving oxygen of VTBR is su- perior to aerobic biologic aeration at normal pressure due to its higher mass transfer rates.
类似于多个深井曝气池串联起来运行的 VTBR 反应器具有多种其他反应器不具备的优点,在多个行业(化纤,啤酒,生活污水)废水 的工程中取得了成功,该反应器具有较高速率的质量传递,使得溶解氧的效率要比目前的常压耗氧生物曝气法要高得很多;正确的设计足保证 工程正常运行成功的关键。
补充资料:z-传递函数
分子式:
CAS号:

性质: 对于单变量线性定常离散系统,初始条件为零时,系统输出变量的z变换与输入变量的z变换之比称为离散系统的z传递函数,或脉冲传递函数。

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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