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基于LSSVM函数的两相流含油率测量仿真研究

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两相流体间存在较强的相互作用,界面扰动较大,易产生异常数据点,影响数据采集,导致难以精准反映油体比热特征,使得含油率测量误差较大。因此,展开基于支持向量机的两相流含油率测量方法仿真研究。在已知两相流系统含油率条件下采集传感数据,并在3σ准则的基础上引入奇异谱分析法,以剔除因干扰所产生的异常数据点,获得有效数据。依此计算油体比热值,来反映油体比热特征。结合最小二乘法与支持向量机算法构建LSSVM函数,通过多次训练与学习,提升LSSVM函数的泛化能力,确保测量准确性。依此将获得的油体比热值作为输入,利用训练后的LSSVM函数实现含油率测量。实验表明,采用所提方法测量后,NSE最高可达到0。98,表明其能够实现两相流含油率的精准测量。
Simulation Study on Oil Content Measurement of Two-Phase Flow Based on LSSVM Function
There is a strong interaction between two-phase fluids,with significant interface disturbances that can easily generate abnormal data points,affecting data collection and making it difficult to accurately reflect the specific heat characteristics of oil bodies,resulting in significant measurement errors in oil content.Therefore,the simulation of a two-phase flow oil content measurement method based on support vector machine is proposed.The sensing data is collected under the condition that the oil content of the two-phase flow system is known,and the singular spectrum a-nalysis method is introduced on the basis of the 3σ criterion to eliminate the abnormal data points caused by interfer-ence,so as to obtain effective data.The specific calorific value of the oil is calculated based on this to reflect its spe-cific heat characteristics.The LSSVM function is constructed by combining the least square method and the support vector machine algorithm.Through multiple training and learning,the generalization ability of the LSSVM function is improved to ensure measurement accuracy.Based on this,the obtained specific heat value of the oil body will be used as input,and the trained LSSVM function will be used to measure the oil content.Experiments show that after using the proposed method for measurement,the maximum NSE can reach 0.98,indicating that it can achieve accurate measurement of oil content in two-phase flow.

Singular spectrum analysisCalculation of specific heatLeast squares method

孟虎、郭瑾、刘冬冬、向军

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青岛中石大教育发展有限公司,山东 青岛 266580

山东石油化工学院 油气工程学院,山东 东营 257061

中国石油大学(华东)石油工业训练中心,山东 青岛 266000

奇异谱分析 比热计算 最小二乘法

2024

计算机仿真
中国航天科工集团公司第十七研究所

计算机仿真

CSTPCD
影响因子:0.518
ISSN:1006-9348
年,卷(期):2024.41(11)