计算机科学 ›› 2022, Vol. 49 ›› Issue (11): 228-233.doi: 10.11896/jsjkx.210800039
卢纯义1, 于津1, 余忠东1, 丁双松1, 张占龙2, 裘科成2
LU Chun-yi1, YU Jin1, YU Zhong-dong1, DING Shuang-song1, ZHANG Zhan-long2, QIU Ke-cheng2
摘要: 传统钢筋混凝土检测方法通过线性拟合或标准值查表法只能对钢筋直径做大致估算,无法精确测量。针对钢筋直径检测中样本数据较少、检测结果受到钢筋埋深及相邻钢筋间距的影响而非表现出非线性回归变化的情况,提出了基于改进灰狼算法(Improved Grey Wolf Optimizer,IGWO)优化的支持向量回归机(Support Vector Regression,SVR)检测方法(IGWO-SVR)。首先,通过反向学习策略优化初始化种群分布,改善了灰狼优化算法(Grey Wolf Optimizer,GWO)的全局搜索能力,通过随机差分变异策略扩大狼群动态搜索范围,避免了灰狼优化算法陷入局部最优;然后,将改进后的灰狼优化算法应用于支持向量回归机的核心参数寻优,以改良算法模型的检测性能;最后,与另外3种算法模型的实验结果进行对比分析,结果表明了所提方法在钢筋直径检测中的精度以及优化模型与实际值的拟合度都得到了有效提升。
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[1]YE H,ZHANG Z,DAN Y,et al.Novel Method for Measurement of Rebar State of Cement Tower[J].IEEE Transactions on Instrumentation and Measurement,2021,70:1-8. [2]XU C,ZHOU N,XIE J,et al.Investigation on Eddy CurrentPulsed Thermography to Detect Hidden Cracks On Corroded Metal Surface[J].NDT&E International,2016,84(12):27-35. [3]KAUR P,DANA K J,ROMERO F A,et al.Automated GPR Rebar Analysis for Robotic Bridge Deck Evaluation[J].IEEE Transactions on Cybernetics,2016,46(10):2265-2276. [4]LIAO Y,XIONG B,LI Q,et al.Study on Imaging Algorithm by Using Ultrasonic Array Probes for Concrete Structures[J].Piezoelectrics and Acoustooptics,2012,34(6):932-935. [5]SUN Y,LI Q,HUANG L,et al.Application of Simulated Annealing Genetic Algorithm to CT Imaging of Concrete Structure[J].Piezoelectrics and Acoustooptics,2013,35(4):487-490. [6]EDDY I C,UNDERHILL P R,MORELLI J,et al.Pulsed Eddy Current Response to Liftoff in Different Sizes of Concrete Embedded Rebar[C]//2019 IEEE SENSORS.Montreal,QC,Canada,2019:1-4. [7]HE D F,TAUTSUMI N,TSUTSUMI N,et al.Corrosion Eva-luation of Steel Reinforcing Bar Using Electromagnetic Method[C]//2019 PhotonIcs & Electromagnetics Research Symposium-Spring(PIERS-Spring).Rome,Italy,2019:690-693. [8]LU J J.Development of Rebar Detector Based on MagneticMeasurement[D].Harbin Institute of Technology,2017. [9]LI T B,YIN Y H,LI C C,et al.Analysis of the detection algorithm for internal reinforcement of reinforced concrete based on soft sensing [J].Construction Technology,2019,48(6):88-92. [10]NI G Z.Engineering electromagnetic field[M].Beijing:Higher Education Press,2009. [11]LEI J S,CHEN J F.The regression prediction analysis of grouting concretion stone’s strength based on SVR [J].AdvancedMaterials Research,2013,859(10):171-176. [12]LI S,FANG H,LIU X.Parameter optimization of support vector regression based on sine cosine algorithm [J].Expert System,2018,91(2):63-77. [13]CAO Q K,ZHAO F.Forecast of water inrush quantity from coal floor based on genetic algorithm-support vector regression[J].Journal of China Coal Society,2011,36(12):2097-2101. [14]LIU D W,XU Q,TANG Y,et al.Prediction of Water Inrush in Long-Lasting Shutdown Karst Tunnels Based on the HGWO-SVR Model [J] IEEE Access,2021,9:6368-6378. [15]ZHOU P,GUO D W,WANG H,et al.Data-Driven RobustM-LS-SVR-Based NARX Modeling for Estimation and Control of Molten Iron Quality Indices in Blast Furnace Ironmaking[J].IEEE Transactions on Neural Networks and Learning Systems,2018,29(9):4007-4021. [16]HATTA N M,ZAIN A M,SALLEHUDDIN R,et al.Recent studies on optimization method of Grey Wolf Optimizer(GWO):a review(2014-2017) [J].Artificial Intelligence Review,2018,18(2):1-33. [17]MISHRA A K,DAS S R,RAY P K,et al.PSO-GWO Optimized Fractional Order PID Based Hybrid Shunt Active Power Filter for Power Quality Improvements[J].IEEE Access,2020,8:74497-74512. [18]LI K,CHENG G Y,SUN X D,et al.A Nonlinear Flux Linkage Model for Bearingless Induction Motor Based on GWO-LSSVM [J] IEEE Access,2019,7:36558-36567. [19]XU L W,WANG H,LIN W,et al.GWO-BP Neural Network Based OP Performance Prediction for Mobile Multiuser Communication Networks[J].IEEE Access,2019,7:152690-152700. [20]TIZHOOSH H R.Opposition-based learning:a new scheme for machine intelligence[C]//International Conference on Computational Intelligence for Modelling,Control & Automation.IEEE,2005:695-701. |
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