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GERG-2008方程计算天然气压缩因子及烃露点 被引量:8

Calculation of natural gas compressibility factor and hydrocarbon dew point by the GERG-2008 equation
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摘要 GERG-2008方程是国际标准ISO 20765-2推荐的天然气热物性参数计算方法,全面评估GERG-2008方程对不同组成、不同相态天然气的压缩因子、密度及天然气烃露点的计算准确性,对于合理选用天然气物性参数计算方法、提升天然气物性计算准确性及质量控制水平都具有重要的意义。为此,在收集大量实验数据的基础上,评估了用GERG-2008和AGA8-92DC方程计算气态天然气密度(压缩因子)的准确性,以及用GERG-2008方程计算高含硫天然气压缩因子、LNG密度及天然气烃露点的准确性。研究结果表明:①对标准规定的组成较简单的管输天然气,GERG-2008与AGA8-92DC方程的密度计算准确度相当,在管输温度、压力范围内,准确度均在±0.10%以内;②对重组分含量相对较高的天然气,当临界凝析温度接近计算温度时,在管输天然气压力下,上述两个方程的密度计算准确性均变差,GERG-2008、AGA8-92DC方程的相对平均绝对值偏差分别约为0.30%和0.50%,前者表现略优;③GERG-2008用于C_(5)^(+)摩尔分数低于0.20%的LNG的密度计算时,与测试值相对平均绝对值偏差小于0.10%;④GERG-2008可用于不含或含微量C_(6)^(+)同分异构体天然气的烃露点计算,其准确度优于PR或SRK类状态方程。结论认为,GERG-2008方程具有准确、全面的天然气物性计算能力,可在天然气工业多个环节得以广泛应用,建议天然气行业相关组织加快制订相关国家标准。 The GERG-2008 equation is recommended in international standard ISO 20765-2 to calculate the thermodynamic properties of natural gas.Comprehensively evaluating the accuracy of GERG-2008 equation in calculating the compressibility factor,density and dew point of natural gas with different compositions and phase states is of great significance to select the calculation method of natural gas thermodynamic properties appropriately and to improve the natural gas quality control level.After collecting abundant experimental data,this paper evaluates and compares the calculation accuracy of the GERG-2008 and AGA8-92DC equations on the density(compression factor)of gaseous natural gas,and evaluates the calculation accuracy of GERG-2008 on the compression factor of high-sulfur natural gas,on the density of LNG and on the hydrocarbon dew points of natural gas.The following research results can be obtained.Firstly,as for the pipeline natural gas with simple compositions as stipulated in the standard,the accuracy of GERG-2008 equation is similar to the AGA8-92DC equation on the density calculation,which is within±0.10%under pipeline transmission temperature and pressure.For natural gas with high content of heavy compositions,when the critical condensation temperature is close to the calculation temperature,both equations'density calculation accuracy get worse under the pipeline natural gas pressure and their relative average absolute deviation is 0.30%and 0.50%,respectively.The GERG-2008 equation is slightly superior to the AGA8-92DC equation.Secondly,when the GERG-2008 equation is used to calculate the density of LNG with C_(5)^(+)mole fraction lower than 0.20%,its relative average absolute deviation from the measurement results is lower than 0.10%.Thirdly,the GERG-2008 equation can be used to calculate the hydrocarbon dew point of natural gas without or with trace C_(6)^(+)isomers.Its calculation accuracy is higher than that by PR or SRK equations of state.In conclusion,the GERG-2008 equation is capable of calculating the physical property of natural gas accurately and comprehensively and can be widely applied in natural gas industry.Therefore,it is recommended that the relevant organizations of natural gas industry speed up the formulation of relevant national standards.
作者 张镨 周理 鲁春 何力 王晓莉 赵红 ZHANG Pu;ZHOU Li;LU Chun;HE Li;WANG Xiaoli;ZHAO Hong(Research Institute of Natural Gas Technology,PetroChina Southwest Oil&Gasfield Company,Chengdu,Sichuan 610213,China;CNPC Key Laboratory of Natural Gas Quality and Energy Measurement,Chengdu,Sichuan 610213,China;PipeChina Guangdong Pipeline Network Co.,Ltd.,Guangzhou,Guangdong 510530,China;Sichuan Huayou Group Corporation Limited,PetroChina Southwest Oil&Gasfield Company,Chengdu,Sichuan 610041,China)
出处 《天然气工业》 EI CAS CSCD 北大核心 2021年第7期134-143,共10页 Natural Gas Industry
关键词 GERG-2008方程 AGA8-92DC方程 管输天然气 高含硫天然气 压缩因子 LNG密度 烃露点 国家标准 GERG-2008 equation AGA8-92DC equation Pipeline natural gas High-sulfur natural gas Compression factor LNG density Hydrocarbon dew point National standard
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  • 1里群,谷明星,陈卫东,邹向阳,郭天民.富硫化氢酸性天然气相态行为的实验测定和模型预测[J].高校化学工程学报,1994,8(3):209-215. 被引量:4
  • 2陈元千.确定酸性天然气偏差系数的方法[J].试采技术,1989,10(2):1-5. 被引量:9
  • 3华贲,李明,罗东晓.制定中国天然气质量标准的紧迫性[J].天然气工业,2005,25(6):128-131. 被引量:13
  • 4[1]Standing M B and Katz D L. Density of natural gases [J]. Transaction of AIME, 1942,146:140-149.
  • 5[2]Dranchuk P M and Quon D. A general solution of the equation describing steady state turbulent compressible flow in circular conduits [J]. Journal of Canada Petroleum Technology, 1965, (Summer):60-65.
  • 6[3]Papay J. A Termelestechnologial Perameterek Valtozaisa a Gazeleplemuvelese Soran [M]. OGIL Mus Tud Kuzl, Budapest, 1968.
  • 7[4]Brill J P and Beggs H D. Two Phase Flow in Pipes [M]. Intercompressibility Course, University of Tulsa, 1974.
  • 8[5]Gopal V N. Gas Z-factor equation developed for computer [J]. Oil & Gas Journal, 1977, 75(August): 8-13.
  • 9[6]Redlich O and Kwong J NS. The thermodynamics of solutions-V. An equation of station fugacity of gaseous solutions [J ]. Chemistry Review, 1949, 44:233 - 244.
  • 10[7]Soave G. Equilibrium constants from a modified Redlich-Kwong equation of state[J]. Chemical Engineering Science, 1972, 27:1197-1203.

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