[1] 穆龙新, 潘校华, 田作基,等. 中国石油公司海外油气资源战略[J]. 石油学报, 2013,34(5): 1 023-1 030. MU Longxin, PAN Xiaohua, TIAN Zuoji,et al. The overseas hydrocarbon resources strategy of Chinese oil-gas companies[J]. Acta Petrolei Sinica, 2013,34(5): 1 023-1 030. [2] NOOR N M, YAHAYA N, DIN M M, et al. Prediction of corroding pipeline remaining life-time using semi-probalistic approach[J]. Malaysian Journal of Civil Engineering, 2010,21(1): 204-218. [3] 毕傲睿, 骆正山, 王小完,等. 基于土壤腐蚀主成分的金属管道退化维纳过程研究[J]. 材料保护, 2018,51(1): 37-42. BI Aorui, LUO Zhengshan, WANG Xiaowan,et al. Wiener process of degradation of metal pipelines based on principal components of soil corrosion[J]. Materialy Protection,2018,51(1): 37-42. [4] 张新生, 曹乃宁, 王小完,等. Gumbel分布的油气管道的剩余寿命预测[J]. 中国安全科学学报, 2015, 25(9): 96-101. ZHANG Xinsheng, CAO Naining, WANG Xiaowan, et al. Residual life prediction of oil and gas pipeline based on Gumbel distribution[J]. China Safety Science Journal, 2015,25(9): 96-101. [5] 骆正山, 袁宏伟. 基于误差补偿的GM-RBF海底管道腐蚀预测模型[J]. 中国安全科学学报, 2018,28(3): 96-101. LUO Zhengshan, YUAN Hongwei. GM-RBF model based error compensation for prediction of submarine pipelines corrosion[J]. China Safety Science Journal, 2018,28(3): 96-101. [6] 姜峰, 郑运虎. 预测腐蚀管道剩余寿命的新方法研究[J].机械强度, 2015,37(3): 539-545. JIANG Feng, ZHENG Yunhu. Study of new method for the remaining life of prediction of corrosion pipeline[J]. Journal of Mechanical Strength,2015,37(3): 539-545. [7] 经建芳, 邓富康, 李康春,等. 海水腐蚀速率的不等时距灰色模型与BP神经网络模型组合预测[J]. 材料保护, 2015,48(8): 33-36. JING Jianfang, DENG Fukang, LI Kangchun, et al. Seawater corrosion rate prediction based on unequal time gray model and BP neural network model[J]. Materialy Protection, 2015,48(8): 33-36. [8] 戴文战, 李俊峰. 非等间距GM(1,1)模型建模研究[J]. 系统工程理论与实践, 2005,25(9): 89-93. DAI Wenzhan, LI Junfeng. Modeling research on non-equidistance GM(1,1) model[J]. Systems Engineering-Theory & Practice, 2005,25(9): 89-93. [9] 李志伟, 李克昭. 基于Markov理论的加权非等距GM(1,1)预测优化模型[J]. 测绘工程, 2016,25(12): 38-43. LI Zhiwei, LI Kezhao. An optimized weighted non-equidistance GM(1,1)prediction model based on Markov theory[J]. Engineering of Surveying and Mapping, 2016,25(12): 38-43. [10] 王叶梅, 党耀国, 王正新. 非等间距GM(1,1)模型背景值的优化[J]. 中国管理科学, 2008,16(4): 159-162. WANG Yemei, DANG Yaoguo, WANG Zhengxin. The optimization of background value in non-equidistant GM(1,1) model[J]. Chinese Journal of Management Science, 2008,16(4): 159-162. [11] 杨乐, 王惠萌. 基于灰色系统理论模型预测海底管道腐蚀剩余寿命[J]. 焊管, 2013,36(8): 21-24. YANG Le, WANG Huimeng. Residual life prediction to submarine pipeline corrosion based on the gray system theory model[J]. Welded Pipe and Tube, 2013,36(8): 21-24. [12] 韩晋. 杨岳, 陈峰,等. 基于非等时距加权灰色模型与神经网络的组合预测算法[J]. 应用数学和力学, 2013,34(4): 408-419. HAN Jin, YANG Yue, CHEN Feng, et al. Combination forecasting algorithm based on non-equal interval weighted gray model and natural network[J]. Applied Mathematics and Mechanics, 2013,34(4): 408-419. [13] 姜峰, 郑运虎, 梁瑞. 改进的非等间距GM(1,1) 模型预测腐蚀立管剩余寿命[J]. 中国安全科学学报, 2014,24(6): 57-61. JIANG Feng, ZHENG Yunhu, LIANG Rui. Method for corrosion risers remaining life prediction based on improved non-equidistant GM (1, 1) model[J]. China Safety Science Journal, 2014,24(6): 57-61. [14] 罗佑新. 非等间距新息GM(1,1)的逐步优化模型及其应用[J]. 系统工程理论与实践, 2010,30(12): 2 254-2 258. LUO Youxin. Non-equidistant step by step optimum new information GM(1,1) and its application[J]. Systems Engineering-Theory & Practice, 2010,30(12): 2 254-2 258. [15] 熊萍萍, 党耀国, 姚天祥,等. 基于初始条件优化的一种非等间距GM(1,1)建模方法[J]. 控制与决策, 2015, 30(11): 2 097-2 102. XIONG Pingping, DANG Yaoguo, YAO Tianxiang. Modeling method of non-equidistant GM(1,1) model based on optimization initial condition[J]. Control & Decision, 2015,30(11): 2 097-2 102. [16] 赵建忠, 叶文, 张磊. 基于数据融合和改进新陈代谢不等间距GM(1,1)模型的导弹装备故障预测[J]. 兵工学报, 2014,35(10): 1 689-1 695. ZHAO Jianzhong, YE Wen, ZHANG Lei. Failure prediction of missile equipment based on data fusion and AMUGM(1,1)model[J]. Acta Armamentaril, 2014,35(10): 1 689-1 695. [17] 刘解放, 刘思峰, 方志耕. 基于新型数据变换技术的灰色预测模型及应用[J]. 数学的实践与认识, 2015,45(1): 197-202. LIU Jiefang, LIU Sifeng, FANG Zhigeng. The grey prediction model based on new date transformation technology and its application[J].Mathematics in Practice and Theory, 2015,45(1): 197-202. [18] 丁松, 党耀国, 徐宁,等. 非等间距GM(1,1)模型性质及优化研究[J]. 系统工程理论与实践, 2018,38(6): 1 575-1 585. DING Song, DANG Yaoguo, XU Ning, et al. Research on properties and optimization of unequal interval GM(1,1) model[J]. Systems Engineering-Theory & Practice, 2018,38(6): 1 575-1 585. [19] 潘昶. 基于新陈代谢GM(1,1)模型的导弹遥测故障预测算法[J]. 飞行器测控学报, 2014,33(1): 35-39. PAN Chang. Missle telemetry fault forecast algorithm based on metabolic GM(1,1) model[J]. Journal of Spacecraft TT&C Technology, 2014,33(1): 35-39. [20] 张朝飞, 罗建军, 徐兵华,等. 基于灰色理论的新陈代谢自适应多参数预测方法[J]. 上海交通大学学报, 2017,51(8): 970- 976. ZHANG Chaofei, LUO Jianjun, XU Binghua, et al.Metabolism adaptive multi-parameter prediction method based on the grey theory[J]. Journal of Shanghai Jiaotong University, 2017,51(8): 970-976. [21] 赵建忠, 李海军, 叶文,等. 基于信息融合和改进UGM(1,1)模型的故障预测[J]. 系统工程与电子技术, 2013, 35(10): 2 135-2 140. ZHAO Jianzhong, LI Haijun, YE Wen, et al. Fault prediction based on information fusion and improved UGM(1,1) model[J].Systems Engineering and Electronics, 2013,35(10): 2 135-2 140. |