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。148 北京科技大学学报 第33卷 tins of hard ock RocMech Rock Eng 2002 34 (4):225 mericalmehods of inverse ngml transfomation in viscoelastic 【l川Napier JA↓MaknD E A visoplaste discontnuum malel of mechanics AdvMe吨199929(3为317 tie-dependent fmcuure and se ismic ity effect n brittle oock Int (魏培君,张双寅,吴永礼·黏弹性力学的对应原理及数值 RockMechMin Sci 1997 34 (7):1075 反演方法.力学进展199929(3片3引7) 12]FindkyW N LaiJS Ommn K Creep and Rekxa tion ofNan [19 PengF ChengY J Liu Y F et a]Numerical inversion of La lner Visooelastic Material with an Intioduction o Linear Vis Plce transfoms n viscoelastic prob kms by Fourier series expan coelasticit New York North Holknd Company 1976 s知Chin JTheor APPIM吨200840(2:215) 13]Cohen AM Num eric IMethods for Laphce Tmansfom Inversion (彭凡陈跃军,刘一凡等.基于Faurier吸数展开的L即ce New York Sprnger 2006 数值逆变换.力学学报.200840(2):215 14]CaiME HeM C Lu D Y RockMechanics and Engineerng [20 WangX P Cao LM Theor of Genetic Algorith Aplication Be ijing S知ce Pres2002 and Sfware Realition X iap Xi'an JiaoongUniversity Press 蔡美峰,何满朝。刘东燕.岩石力学与工程.北京:科学出 2002 版社,2002) (王小平,曹立明.遗传算法理论,应用与软件实现.西安: 15]DulnerH Abate J Numerical nversion of Lapace transoms 西安交通大学出版社.2002) by re latng them o the finite Fourier cosine tansom J Assoc [21]Sandrne L G Expermenal Desgn Optmiation and Thema ComputMach 1968 15(1):115 Thysical Parameter Estma tion of Comn positeMa teria sUsing Genet [16]DuE Numerical nversicn oflapkce tmansoms an efficient c Agoritms[Dissermtion.Virgn Virgnia Poptechnic h mprovement oDubner&Abate smethal ComnputJ 1974 17 stime and S数e Universit议1999 (4):371 【2☑HeX Lis】LuY et a]Hentificatin of pemeabilit coeffi 17]Cnmp K Numerical nversion of Laplace transoms using a cientof rockmass n dam foundation based on genetic neutml net Fourier series appoxi ation J Asoc Comput Mach 1976 23 works Chin JRockMech Eng 2004 23(5)751 (1)片89 (何翔,李守巨刘迎曦等。基于遗传神经网络的坝基岩体渗 18]WeiP J ZhangSY WuYI,Corepondence prnc ple and nu 透系数识别.岩石与力学工程学报,200423(5,751)北 京 科 技 大 学 学 报 第 33卷 tionsofhardrock.RockMechRockEng, 2002, 34 (4):225 [ 11] NapierJAL, MalanDF.Aviscoplasticdiscontinuummodelof time-dependentfractureandseismicityeffectinbrittlerock.IntJ RockMechMinSci, 1997, 34 (7):1075 [ 12] FindleyW N, LaiJS, OnaranK.CreepandRelaxationofNon￾linearViscoelasticMaterials:withanIntroductiontoLinearVis￾coelasticity.NewYork:NorthHollandCompany, 1976 [ 13] CohenAM.NumericalMethodsforLaplaceTransformInversion. NewYork:Springer, 2006 [ 14] CaiMF, HeMC, LiuDY.RockMechanicsandEngineering. Beijing:SciencePress, 2002 (蔡美峰, 何满朝, 刘东燕.岩石力学与工程.北京:科学出 版社, 2002) [ 15] DubnerH, AbateJ.NumericalinversionofLaplacetransforms byrelatingthemtothefiniteFouriercosinetransform.JAssoc ComputMach, 1968, 15(1):115 [ 16] DurbinF.NumericalinversionofLaplacetransforms:anefficient improvementtoDubner&Abate' smethod.ComputJ, 1974, 17 (4):371 [ 17] CrumpKS.NumericalinversionofLaplacetransformsusinga Fourierseriesapproximation.JAssocComputMach, 1976, 23 (1):89 [ 18] WeiPJ, ZhangSY, WuYL.Correspondenceprincipleandnu￾mericalmethodsofinverseintegraltransformationinviscoelastic mechanics.AdvMech, 1999, 29(3):317 (魏培君, 张双寅, 吴永礼.黏弹性力学的对应原理及数值 反演方法 .力学进展, 1999, 29(3):317) [ 19] PengF, ChengYJ, LiuYF, etal.NumericalinversionofLa￾placetransformsinviscoelasticproblemsbyFourierseriesexpan￾sion.ChinJTheorApplMech, 2008, 40(2):215) (彭凡, 陈跃军, 刘一凡, 等.基于 Fourier级数展开的 Laplace 数值逆变换.力学学报, 2008, 40(2):215 [ 20] WangXP, CaoLM.TheoryofGeneticAlgorithm, Application andSoftwareRealization.Xian:XianJiaotongUniversityPress, 2002 (王小平, 曹立明.遗传算法理论, 应用与软件实现.西安: 西安交通大学出版社, 2002) [ 21] SandrineLG.ExperimentalDesignOptimizationandThermo￾physicalParameterEstimationofCompositeMaterialsUsingGenet￾icAlgorithms[ Dissertation] .Virginia:VirginiaPolytechnicIn￾stituteandStateUniversity, 1999 [ 22] HeX, LiSJ, LiuYX, etal.Identificationofpermeabilitycoeffi￾cientofrockmassindamfoundationbasedongeneticneutralnet￾work.ChinJRockMechEng, 2004, 23(5):751 (何翔, 李守巨 刘迎曦, 等.基于遗传神经网络的坝基岩体渗 透系数识别.岩石与力学工程学报, 2004, 23(5):751) · 148·
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