srk

Calculating the Density of real gas Using SRK equation

用SRK方程计算真实气体的密度

Application and Evaluation of SRK EOS in Phase Equilibrium Based on Mixing Rules

基于不同混合规则的SRK方程在相平衡计算中的应用评价

The correction of calculation in forecasting the hydrocarbon liquid phase density based on SRK state equation

基于SRK状态方程的烃类液相密度计算校正

Relationships of Structure SRK State Equations

结构-SRK状态方程参数关系的研究

Objective Study on predictive accuracy of the SRK - ⅱ formula in IOL powers .

目的SRK-Ⅱ公式预测人工晶体度数准确性的探讨。

Solubility Calculation of Carbon Dioxide in MDEA Aqueous with SRK Equation of State

用SRK状态方程计算二氧化碳在N-甲基二乙醇胺水溶液中的溶解度

Since the boiling points of pyrolysis gas components are different , SRK is selected for thermodynamic calculations .

根据裂解气组分沸点相差很大的特点，本文选用SRK作为热力学计算方法进行模拟。

The coefficient equation of PR and SRK equation of states can be obtained according to the mixing rules .

根据混合规则分别推导了关于PR和SRK方程的逸度系数表达式。

Application of equation of state in vapor-liquid equilibrium calculation of non-ideal solutions ( I ) a modified SRK model

状态方程应用于非理想溶液的汽-液平衡计算（Ⅰ）改进的SRK模型

Modified SRK equation of state to improve prediction of saturated vapor pressures and saturated volumes of alkanes

改进SRK方程提高正构烷烃饱和蒸气压和液体体积预测精度

The thermodynamic method of SRK was used and suiTable model parameters were selected to optimize the distillation system composed of four columns .

并采用SRK热力学方法，并选择合适的模型参数，对该流程进行优化设计，寻求苯乙烯工艺国产化的精制系统配套设计方案。

Gene conversion may be the reason of maintainance of high level homology between SLG and SRK .

基因转换可能是SLG和SRK的高度同源性能够得以保持的原因。

Chinical evaluation of SRK ⅱ and SRK T formulas in Asian Americans

SRKⅡ和SRKT计算公式在美籍亚洲裔人中应用的临床评价

The relationships between parameters of SRK state equations and molecular connectivity index 1 χ are studied with 1 χ as distribution variables .

以一阶分子连接性指数1χ为分布变量，研究了链烷烃SRK状态方程参数与1χ的关系。

SRK , SLG and SCR linked together in physical map and these genes exhibited high diversity in sequences .

SRK，SLG和SCR基因紧密相连，并表现出高水平的序列多样性。

Physical distance was about 20 ~ 25 kb between SLG and SRK .

SRK与SLG基因间的距离很近，在20～25kb之间。

SRK is located in the plasma membrane of the papillar cells that cover the stigmatic surface .

SRK位于覆盖整个柱头表面的细胞膜乳突细胞中。

The mean absolute refractive error of the SRK ⅱ formula was 1.12D and 12.5 % of eyes had a prediction error greater than 2D .

SRK-公式计算的平均绝对屈光误差值为1.12D，屈光误差大于2D者占12.5%。

Conclusions : To the cataractous patient after refractive surgery , if the measured intraocular lens power was higher before cataract operation , the SRK formula could be used .

结论：对于近视眼屈光矫正术后的白内障病人，若白内障术前预测人工晶体度数较大时，SRK公式所计算的人工晶体度数可参考并使用；

The LKP equation combines with SRK equation and PR equation respectively to calculate the enthalpy and entropy of the natural gas and MR. The calculation method is listed .

介绍了将LKP方程分别与SRK方程和PR方程结合起来计算天然气和混合制冷剂焓熵的计算方法（共四种方法）；

The receptor is a membrane-spanning serine / threonine receptor kinase termed S-locus receptor kinase ( SRK ) .

该受体是一种跨膜的丝氨酸／苏氨酸受体激酶称为S-位点受体激酶（S-locusreceptorkinase，SRK）。

Using Huron-Vidal mixing rules in conjunction with UNIFAC Model , SRK equation of state and thermodynamics functions , the coefficient equation of UNIFAC-SRK Model was derived .

根据HV混合规则，利用UNIFAC模型、SRK状态方程及相关热力学函数，推导出UNIFAC-SRK模型的逸度系数方程。

The binary interaction coefficient in SRK and PR equations at test temperature and the relational expression between the binary interaction coefficient and the temperature are incidenced with the test data .

并用试验数据关联了试验温度下SRK方程和PR方程中的二元交互作用系数及二元交互作用系数与温度之间的关系式；

In addition , the S-gene of coding S-receptor kinase ( SRK ) in pistil is also obtained from the Brassica .

还从甘蓝中分离得到了编码S-受体激酶（S-receptorkinase，SRK）的雌蕊S基因。

Results According to SRK ⅱ formula 25 cases of biology measurement data were imported into the computer to calculate the result of intraocular lens power and compared it with the result measured by coordinate .

结果25例生物测量数据通过SRK公式输入计算机程序计算系统计算所需人工晶状体屈光度数的结果与查坐标结果对比。

Conclusion In the normal and short length eyes , there were high predictive accuracy of the SRK - ⅱ formula iv IOL powers . But in long eyes , errors were significantly higher .

结论SRK-Ⅱ公式预测正常眼轴和短眼轴IOL屈光度数的准确性较高，而在长眼轴中误差明显增大。

It shows that original SRK EOS can , with proper modification , describe quantitatively the extreme cases that molecular size difference between gas solutes and liquid solvents is remarkalbe .

研究表明，SRK方程经过适当的改进可以对这种溶质分子尺寸与溶剂分子尺寸差别很大的极端情形进行定量描述。

In this thesis , comparison among several equation of state has been carried out . Considering precision , time and universality , PR or SRK is selected to calculate the phase equilibrium constant of the mixture .

针对油气田轻烃中组分数较多的特点，从精度、时间、通用性三方面综合考虑，采用SRK或PR方程计算混合物的汽液平衡常数；

The way for calculation phase equilibrium using SRK equation of state based on continuous thermodynamics is also discussed . Flash distillation of a real crude system and the bubble point for a dewaxing oil fraction are illustrated in the calculation .

讨论了利用SRK状态方程计算相平衡的连续热力学步骤，并对原油和馏分油进行了闪蒸及泡点计算。

Taking into consideration of influences of composition , temperature and pressure on phase equilibrium of hydrocarbon mixtures , the SRK real gas state equation is used to study the relationship between sophistication ratio and recovery of propane and butane .

本文考虑温度、压力和组成对烃类混合物相平衡的影响，选用SRK真实气体状态方程研究轻油循环掺合比与丙丁烷收率的关系。