[{"data":1,"prerenderedAt":-1},["ShallowReactive",2],{"_public_publisher_byId_e2e779d3-23dd-4453-871e-7db96baa9fb9":3,"_public_publication_all{\"sortAscending\":false,\"sortField\":\"updateTime\",\"page\":0,\"size\":10,\"facet\":true,\"searchKey\":\"publisherId:e2e779d3-23dd-4453-871e-7db96baa9fb9,\"}":110},{"code":4,"data":5,"meta":18},"SUCCESS",{"id":6,"createTime":7,"updateTime":8,"relativeEntities":9,"slug":10,"properties":11,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":20,"manageAffiliations":45,"indexDatabases":69,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},"e2e779d3-23dd-4453-871e-7db96baa9fb9","2023-12-05T06:00:13.988+00:00","2025-11-21T09:53:44.354+00:00",[],"International-Journal-of-Non-Linear-Mechanics",{"issn":12,"title":14},{"VOID":13},"00207462",{"EN":15},"International Journal of Non-Linear Mechanics","PUBLISHER","PENDING",null,3,[21,29,37],{"id":22,"createTime":23,"updateTime":24,"relativeEntities":25,"label":26,"description":28,"parentId":18,"standard":18,"scholarHubFieldId":18},"d814c312-0062-46bd-9e15-ca5c31c2d5a3","2023-05-29T10:24:17.231+00:00","2023-11-21T08:11:28.215+00:00",[],{"EN":27},"Mechanics of Materials",{},{"id":30,"createTime":31,"updateTime":32,"relativeEntities":33,"label":34,"description":36,"parentId":18,"standard":18,"scholarHubFieldId":18},"5587dea8-ebb6-4a42-8493-b6dd63ea819a","2023-05-29T10:24:08.061+00:00","2023-11-21T07:32:48.048+00:00",[],{"EN":35},"Mechanical Engineering",{},{"id":38,"createTime":39,"updateTime":40,"relativeEntities":41,"label":42,"description":44,"parentId":18,"standard":18,"scholarHubFieldId":18},"ee33e266-088e-4829-aa2f-5ea59917dac0","2023-05-29T10:24:03.075+00:00","2023-11-21T08:08:48.024+00:00",[],{"EN":43},"Applied Mathematics",{},[46,58],{"id":47,"createTime":48,"updateTime":49,"relativeEntities":50,"slug":51,"properties":52,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":56,"url":18,"parentIds":57,"statistic":18},"cbc888ff-f0a8-49ab-90e6-8acb752d4f88","2023-05-29T10:24:05.444+00:00","2025-11-21T10:07:47.637+00:00",[],"Elsevier-Ltd-",{"title":53},{"EN":54},"Elsevier Ltd.","AFFILIATION",12,[],{"id":59,"createTime":60,"updateTime":61,"relativeEntities":62,"slug":63,"properties":64,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":67,"url":18,"parentIds":68,"statistic":18},"4255270c-c84d-4cec-8432-a117a0ce9d06","2023-05-29T12:06:34.002+00:00","2024-02-23T03:04:34.507+00:00",[],"PERGAMON-ELSEVIER-SCIENCE-LTD",{"title":65},{"EN":66},"PERGAMON-ELSEVIER SCIENCE LTD",13,[],[70,91],{"id":71,"indexDatabase":72,"url":84,"indexYears":85,"academicFieldIds":86,"indexDatabaseRanking":90},"75497126-4507-4935-aa6e-36d21acd0a4b",{"id":73,"createTime":74,"updateTime":75,"relativeEntities":76,"label":77,"description":79,"key":81,"publicationTags":82,"standard":18},"3c7051d4-eb7d-4c57-a56b-36fc74c5d1e9","2023-05-22T09:57:18.509+00:00","2025-11-21T10:07:52.274+00:00",[],{"EN":78,"VI":78},"Scopus - Elsevier",{"EN":78,"VI":80},"Cơ sở dữ liệu Scopus thuộc Elsevier","scopus",[83],"SCOPUS","https:\u002F\u002Fwww.scopus.com\u002Fsourceid\u002F21116","1966-2025",[87,88,89],"65de7142-f2d8-490a-83cb-10f777c77259","9d2ac5e3-41a0-4e3f-9001-acfb87e489bc","f58e9119-c14c-473f-8a7c-5a035e4ab69a","SCOPUS__Q1",{"id":92,"indexDatabase":93,"url":107,"indexYears":18,"academicFieldIds":108,"indexDatabaseRanking":18},"fe22879b-333a-485d-80a4-f2100efca907",{"id":94,"createTime":95,"updateTime":96,"relativeEntities":97,"label":98,"description":100,"key":103,"publicationTags":104,"standard":18},"a4921856-b128-4d9f-8f1f-e80813d3bbd4","2023-05-22T09:59:31.026+00:00","2025-11-21T10:07:52.153+00:00",[],{"EN":99,"VI":99},"ISI\u002FSCIE - Science Citation Index Expanded",{"VI":101,"EN":102},"Cơ sở dữ liệu SCIE","SCIE database","scie",[105,106],"SCIE","ISI","https:\u002F\u002Fmjl.clarivate.com\u002Fsearch-results?issn=0020-7462",[109],"8664ba15-34fc-4398-9bcb-b25d957a0827",{"meta":111,"data":113},{"total":112},"2451",[114,194,266,363,437,497,541,603,689,751],{"id":115,"createTime":116,"updateTime":117,"relativeEntities":118,"slug":119,"properties":120,"entityType":127,"verifyStatus":128,"verifyTime":117,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":131,"fullTextUrl":18,"authors":132,"publicationType":162,"publisherRelationship":163,"citationCount":18,"citationInfo":18,"publishDate":191,"publishYear":192,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"43a3d7e0-026d-47b1-92af-f9b825996554","2024-01-19T15:52:20.322+00:00","2024-12-30T23:59:42.011+00:00",[],"Non-linear-buckled-states-of-rectangular-sandwich-plates-and-their-stabilities",{"references":121,"title":123,"doi":125},{"VOID":122},"Keller, 1962, Buckled states of circular plates, Q. appl. Math., 20, 55, 10.1090\u002Fqam\u002F138257\nBauer, 1965, Nonlinear buckling of rectangular plates, SIAM J. appl. Math., 13, 603, 10.1137\u002F0113039\nBerger, 1967, On von Kármán's equations and the buckling of a thin elastic plate, I. The clamped plate, Commun. Pure appl. Math., 20, 687, 10.1002\u002Fcpa.3160200405\nBerger, 1968, Von Kármán's equations and the buckling of thin elastic plate, II. Plate with general edge conditions, Commun. Pure appl. Math., 21, 227, 10.1002\u002Fcpa.3160210303\nMatkowsky, 1974, Multiple buckled states of rectangular plates, Int. J. Non-Linear Mech., 9, 89, 10.1016\u002F0020-7462(74)90001-8\nKnightly, 1974, Non-linear buckled states of rectangular plates, Arch. Rat. Mech. Anal., 54, 356, 10.1007\u002FBF00249196\nChang-jun, 1986, The Buckled States of Annular Plates, Science Sinica, Series A, 956\nZheng-you, 1986, General mathematical theory of large deflections of thin plates with some holes, Acta Mech. Sinica, 2, 278, 10.1007\u002FBF02485205\nReissner, 1948, Finite deflections of sandwich plates, J. Aero. Sci., 15, 435, 10.2514\u002F8.11610\nReissner, 1950, Finite deflections of sandwich plates, J. Aero. Sci., 17, 125, 10.2514\u002F8.1543\nVolmir, 1963\n1977\nCourant, 1953, Vol. 1\nMillman, 1969, Perturbation theory of non-linear boundary value problems, J. Math. Phys., 10, 342, 10.1063\u002F1.1664849",{"EN":124},"Non-linear buckled states of rectangular sandwich plates and their stabilities",{"VOID":126},"10.1016\u002F0020-7462(92)90010-5","PUBLICATION","VERIFIED","Auto Verify",0,"https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002F0020746292900105",[133,150],{"id":134,"sortIndex":135,"researcher":18,"roles":136,"affiliations":138,"properties":147},"4e32c386-dd8d-46ef-8735-44bc1b2aba63",1,[137],"AUTHOR",[139],{"id":18,"sortIndex":130,"affiliation":140,"properties":18},{"id":141,"createTime":142,"updateTime":142,"relativeEntities":143,"slug":18,"properties":144,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"f7fe2c15-0530-4ac9-90a3-fe7435b1da6b","2024-01-19T15:52:20.358+00:00",[],{"title":145},{"VI":146},"Department of Mechanics, Lanzhou University, Lanzhou, Gansu, P.R.C.",{"title":148},{"VI":149},"Cheng Chang-Jun",{"id":151,"sortIndex":130,"researcher":18,"roles":152,"affiliations":153,"properties":159},"453c808e-3e84-4634-a68e-83ed04e955a2",[137],[154],{"id":18,"sortIndex":130,"affiliation":155,"properties":18},{"id":141,"createTime":142,"updateTime":142,"relativeEntities":156,"slug":18,"properties":157,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":158},{"VI":146},{"title":160},{"VI":161},"He Lu-Wu","ARTICLE",{"url":131,"publisher":164,"properties":186},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":165,"slug":10,"properties":166,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":169,"manageAffiliations":170,"indexDatabases":171,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":167,"title":168},{"VOID":13},{"EN":15},[],[],[172,179],{"id":71,"indexDatabase":173,"url":84,"indexYears":85,"academicFieldIds":178,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":174,"label":175,"description":176,"key":81,"publicationTags":177,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":180,"url":107,"indexYears":18,"academicFieldIds":185,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":181,"label":182,"description":183,"key":103,"publicationTags":184,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":187,"pages":189},{"VOID":188},"27",{"VOID":190},"423-435","1992-05-01",1992,false,{"id":195,"createTime":196,"updateTime":197,"relativeEntities":198,"slug":199,"properties":200,"entityType":127,"verifyStatus":128,"verifyTime":197,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":207,"fullTextUrl":18,"authors":208,"publicationType":162,"publisherRelationship":236,"citationCount":18,"citationInfo":18,"publishDate":264,"publishYear":265,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"58f495fe-7f93-4aa2-b117-4907afe8ddee","2023-12-13T16:11:13.643+00:00","2025-02-19T23:58:44.970+00:00",[],"Non-linear-vibration-of-elastic-truncated-conical-moderately-thick-shells-in-large-overall-motion",{"references":201,"title":203,"doi":205},{"VOID":202},"Banerjee, 1989, Dynamics of a plate in large overall motion, J. Appl. Mech., 56, 887, 10.1115\u002F1.3176187\nBoutaghou, 1992, Dynamic of flexible beams and plates in large overall motion, J. Appl. Mech., 59, 991, 10.1115\u002F1.2894071\nChang, 1990, Finite element formulation for the large displacement analysis of plates, J. Appl. Mech., 57, 707, 10.1115\u002F1.2897081\nArnod, 1980\nXu, 1995, Nonlinear theory and vibration analysis of laminated truncated, thick, conical shells, Int. J. Nonlinear Mech., 16, 1\nJian, 1991, Multimode analysis of nonlinear vibration for circular cylindrical shells, J. Appl. Mech., 14, 5\nChia, 1980\nSinharay, 1985, Large amplitude free vibrations of shallow spherical shell and cylindrical shell – a new approach, Int. J. Nonlinear Mech., 20, 69, 10.1016\u002F0020-7462(85)90001-0\nLiu, 1995, Nonlinear vibration of shallow conical sandwich shells, Int. J. Nonlinear Mech., 30, 97, 10.1016\u002F0020-7462(94)00032-6\nXu, 1991, Buckling and postbuckling of symmetrically laminated moderately thick spherical caps, Int. J. Solids Struct., 28, 1171, 10.1016\u002F0020-7683(91)90110-2\nDumir, 1986, Nonlinear axisymmetric response of orthotropic thin truncated conical and spherical caps, Acta Mech., 60, 121, 10.1007\u002FBF01302946\nFu, 1993, Nonlinear vibration and postbuckling of generally laminated circular cylindrical thick shells with non-uniform boundary conditions, Int. J. Nonlinear Mech., 28, 313, 10.1016\u002F0020-7462(93)90038-M\nCheung, 1995, Nonlinear static and dynamic analysis for laminated, annular, spherical caps of moderate thickness, Nonlinear Dyn., 8, 251, 10.1007\u002FBF00045777",{"EN":204},"Non-linear vibration of elastic truncated conical moderately thick shells in large overall motion",{"VOID":206},"10.1016\u002Fs0020-7462(00)00042-1","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002FS0020746200000421",[209,224],{"id":210,"sortIndex":135,"researcher":18,"roles":211,"affiliations":212,"properties":221},"6a281daf-4cfb-457d-91be-c0ceb6e2a8a4",[137],[213],{"id":18,"sortIndex":130,"affiliation":214,"properties":18},{"id":215,"createTime":216,"updateTime":216,"relativeEntities":217,"slug":18,"properties":218,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"310f18fa-d2e0-443e-b606-aefc6f5a7704","2023-12-13T16:11:13.651+00:00",[],{"title":219},{"VI":220},"Department of Engineering Mechanics, Hunan University, Changsha 410082, People's Republic of China",{"title":222},{"VI":223},"C.P. Chen",{"id":225,"sortIndex":130,"researcher":18,"roles":226,"affiliations":227,"properties":233},"84134090-d44f-4cc6-a351-fd23d8641f1f",[137],[228],{"id":18,"sortIndex":130,"affiliation":229,"properties":18},{"id":215,"createTime":216,"updateTime":216,"relativeEntities":230,"slug":18,"properties":231,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":232},{"VI":220},{"title":234},{"VI":235},"Y.M. Fu",{"url":207,"publisher":237,"properties":259},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":238,"slug":10,"properties":239,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":242,"manageAffiliations":243,"indexDatabases":244,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":240,"title":241},{"VOID":13},{"EN":15},[],[],[245,252],{"id":71,"indexDatabase":246,"url":84,"indexYears":85,"academicFieldIds":251,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":247,"label":248,"description":249,"key":81,"publicationTags":250,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":253,"url":107,"indexYears":18,"academicFieldIds":258,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":254,"label":255,"description":256,"key":103,"publicationTags":257,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":260,"pages":262},{"VOID":261},"36",{"VOID":263},"763-771","2001-07-01",2001,{"id":267,"createTime":268,"updateTime":269,"relativeEntities":270,"slug":271,"properties":272,"entityType":127,"verifyStatus":128,"verifyTime":269,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":279,"fullTextUrl":18,"authors":280,"publicationType":162,"publisherRelationship":333,"citationCount":18,"citationInfo":18,"publishDate":361,"publishYear":362,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"5832d15f-d95b-4cd1-a210-b52c1a6367cf","2024-01-10T03:00:34.195+00:00","2025-01-25T23:58:19.971+00:00",[],"Hyperelastic-proportional-damping-for-numerical-non-conservative-dynamic-models-of-hard-rubbers-under-large-deformations",{"references":273,"title":275,"doi":277},{"VOID":274},"Pešek, 2008, Investigation of dynamics and reliability of rubber segments for resilent wheel, 2887\nBreslavsky, 2014, Nonlinear vibrations of thin hyperelastic plates, J. Sound Vib., 333, 4668, 10.1016\u002Fj.jsv.2014.04.028\nZapoměl, 2015, Identification of material damping of a carbon composite bar and study of its effect on attenuation of its transient lateral vibrations, Int. J. Appl. Mech., 07, 10.1142\u002FS1758825115500817\nPešek, 2015, Imposed rubber elements for bladed wheel vibration suppression, J. Vib. Eng. Technol., 3, 733\nMarkou, 2016, Mechanical models for shear behavior in high damping rubber bearings, Soil Dyn. Earthq. Eng., 90, 221, 10.1016\u002Fj.soildyn.2016.08.035\nOkeke, 2018, Modelling of hyperelastic polymers for automotive lamps under random vibration loading with proportional damping for robust fatigue analysis, Procedia Struct. Integr., 13, 1460, 10.1016\u002Fj.prostr.2018.12.302\nLi, 2020, Dynamic stiffness and damping characteristics of a shaft damping ring: A combined hyperelastic and viscoelastic constitutive model, Shock Vib., 2020\nŠulc, 2012, Identification of rubber thermo-mechanical constants from a beam flexural vibration, Int. Rev. Mech. Eng., 6, 188\nŠulc, 2016, Experimental analysis of torsion vibration of hard rubbers under large deformations, Eng. Mech., 22, 538\nL. Pešek, F. Vaněk, J. Veselš, J. Cibulka, T. Boháč, Measurement of vibration and noise of railway wheels on track, in: Proceedings of ISMA2006: International Conference on Noise and Vibration Engineering, Vol. 8, 2006, pp. 4395–4408.\nPůst, 2007, Laboratory measurement of stiffness and damping of rubber element, Eng. Mech., 14, 13\nŠulc, 2017, Pre-stressed rubber material constant estimation for resilient wheel application, Adv. Eng. Softw., 113, 76, 10.1016\u002Fj.advengsoft.2016.07.009\nŠulc, 2012\nŠulc, 2018, Torsion dissipated energy of hard rubbers as function of hyperelastic deformation energy of the yeoh model, Appl. Comput. Mech., 12, 111, 10.24132\u002Facm.2018.422\nŠulc, 2019, Testing of hpd model of dissipated energy of hard rubbers at torsional finite deformations and temperatures, Eng. Mech., 367, 10.21495\u002F71-0-367\nRivlin, 1948, Large elastic deformations of isotropic materials. I. Fundamental concepts, Phil. Trans. R. Soc. A, 240, 459\nRivlin, 1949, Large elastic deformations of isotropic materials VI. Further results in the theory of torsion, shear and flexure, Phil. Trans. R. Soc. A, 242, 173\nŠulc, 2017, Proposal of hyperelastic proportional damping as dissipated energy model of hard rubbers, Eng. Mech., 15\nRivlin, 1956, Large elastic deformations, 351\nGregory, 1979, The stress-strain behaviour of filled rubber at moderate strain, Plast. Rubber: Mater. Appl., 4, 184\nKawabata, 1977, Strain energy density functions of rubber vulcanizates from biaxial extension, 89\nYeoh, 1997\nYeoh, 1993, Some forms of the strain energy function for rubber, Rubber Chem. Technol., 66, 754, 10.5254\u002F1.3538343\nJerrams, 1998, The effects of strain rate and hardness on the material constants of nitrile rubbers, Mater. Des., 19, 157, 10.1016\u002FS0261-3069(98)00021-1\nLopez-Pamies, 2010, A new -based hyperelastic model for rubber elastic materials, C. R. Méc., 338, 3, 10.1016\u002Fj.crme.2009.12.007\nNunes, 2013, Simple shear under large deformation: Experimental and theoretical analyses, Eur. J. Mech. A Solids, 42, 315, 10.1016\u002Fj.euromechsol.2013.07.002\nNashif, 1985\nHorgan, 1999, Simple torsion of isotropic, hyperelastic, incompressible materials with limiting chain extensibility, J. Elasticity, 56, 159, 10.1023\u002FA:1007606909163\nHorgan, 2012, The importance of the second strain invariant in the constitutive modeling of elastomers and soft biomaterials, Mech. Mater., 51, 43, 10.1016\u002Fj.mechmat.2012.03.007\nDestrade, 2012, Simple shear is not so simple, Int. J. Non-Linear Mech., 47, 210, 10.1016\u002Fj.ijnonlinmec.2011.05.008\nDestrade, 2015, Dominant negative poynting effect in simple shearing of soft tissues, J. Eng. Math., 95, 87, 10.1007\u002Fs10665-014-9706-5\nMangan, 2016, Strain energy function for isotropic non-linear elastic incompressible solids with linear finite strain response in shear and torsion, Extreme Mech. Lett., 9, 204, 10.1016\u002Fj.eml.2016.07.004\nRivlin, 1951, Large elastic deformations of isotropic materials VII. Experiments on the deformation of rubber, Phil. Trans. R. Soc. A, 243, 251\nChang, 1991, Large strain analysis of rubber-like materials based on a perturbed Lagrangian variational principle, Comput. Mech., 8, 2767\nHartmann, 2003, Polyconvexity of generalized polynomial-type hyperelastic strain energy functions for near-incompressibility, Int. J. Solids Struct., 40, 2767, 10.1016\u002FS0020-7683(03)00086-6\nBoyce, 2000, Constitutive models of rubber elasticity: A review, Rubber Chem. Technol., 73, 504, 10.5254\u002F1.3547602\nMarckmann, 2006, Comparison of hyperelastic models for rubber-like materials, Rubber Chem. Technol., 79, 835, 10.5254\u002F1.3547969\nSteinmann, 2012, Hyperelastic models for rubber-like materials: consistent tangent operators and suitability for Treloar’s data, Arch. Appl. Mech., 82, 1183, 10.1007\u002Fs00419-012-0610-z\nJones, 2001\nThiel, 2019, Shear, pure and simple, Int. J. Non-Linear Mech., 112, 57, 10.1016\u002Fj.ijnonlinmec.2018.10.002\nOgden, 2013\nHolzapfel, 2000\nHorgan, 2012, Finite extension and torsion of fiber-reinforced non-linearly elastic circular cylinders, Int. J. Non-Linear Mech., 47, 97, 10.1016\u002Fj.ijnonlinmec.2011.03.003\nWarne, 2016, Torsion in nonlinearly elastic incompressible circular cylinders, Int. J. Non-Linear Mech., 86, 158, 10.1016\u002Fj.ijnonlinmec.2016.08.008\nAwrejcewicz, 2013\nLiu, 2012, Dynamic modeling of damping effects in highly damped compliant fingers for applications involving contacts, J. Dyn. Syst. Meas. Control, 134, 10.1115\u002F1.4005270\nRivlin, 1948, Large elastic deformations of isotropic materials iv. further developments of the general theory, Phil. Trans. R. Soc. A, 241, 379\nHorgan, 2010, Simple shearing of incompressible and slightly compressible isotropic nonlinearly elastic materials, J. Elasticity, 98, 205, 10.1007\u002Fs10659-009-9225-1\nHughes, 2000\nNewmark, 1959, A method of computation for structural dynamics, J. Eng. Mech. Div., 85, 67, 10.1061\u002FJMCEA3.0000098\nZienkiewicz, 2013",{"EN":276},"Hyperelastic proportional damping for numerical non-conservative dynamic models of hard rubbers under large deformations",{"VOID":278},"10.1016\u002Fj.ijnonlinmec.2021.103823","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002FS0020746221001578",[281,297,309,321],{"id":282,"sortIndex":283,"researcher":18,"roles":284,"affiliations":285,"properties":294},"b5419557-c078-4f06-99b7-7c9b1298c0d3",2,[137],[286],{"id":18,"sortIndex":130,"affiliation":287,"properties":18},{"id":288,"createTime":289,"updateTime":289,"relativeEntities":290,"slug":18,"properties":291,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"c597f3cb-08bb-4949-9f2c-53ccaab7ce7d","2024-01-10T03:00:34.213+00:00",[],{"title":292},{"VI":293},"Institute of Thermomechanics AS CR, v. v. i., Dolejškova 1402\u002F5, 182 00 Praha 8, Czech Republic",{"title":295},{"VI":296},"L. Pešek",{"id":298,"sortIndex":130,"researcher":18,"roles":299,"affiliations":300,"properties":306},"98fe0f5b-5337-48b4-833d-74c7bcdec9a0",[137],[301],{"id":18,"sortIndex":130,"affiliation":302,"properties":18},{"id":288,"createTime":289,"updateTime":289,"relativeEntities":303,"slug":18,"properties":304,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":305},{"VI":293},{"title":307},{"VI":308},"P. Šulc",{"id":310,"sortIndex":135,"researcher":18,"roles":311,"affiliations":312,"properties":318},"5a34c5c7-2ca9-4fc4-8a47-cf8851a8c58e",[137],[313],{"id":18,"sortIndex":130,"affiliation":314,"properties":18},{"id":288,"createTime":289,"updateTime":289,"relativeEntities":315,"slug":18,"properties":316,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":317},{"VI":293},{"title":319},{"VI":320},"J. Kopačka",{"id":322,"sortIndex":19,"researcher":18,"roles":323,"affiliations":324,"properties":330},"ec684708-76d6-4744-9528-9a9b4111ce1e",[137],[325],{"id":18,"sortIndex":130,"affiliation":326,"properties":18},{"id":288,"createTime":289,"updateTime":289,"relativeEntities":327,"slug":18,"properties":328,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":329},{"VI":293},{"title":331},{"VI":332},"V. Bula",{"url":279,"publisher":334,"properties":356},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":335,"slug":10,"properties":336,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":339,"manageAffiliations":340,"indexDatabases":341,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":337,"title":338},{"VOID":13},{"EN":15},[],[],[342,349],{"id":71,"indexDatabase":343,"url":84,"indexYears":85,"academicFieldIds":348,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":344,"label":345,"description":346,"key":81,"publicationTags":347,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":350,"url":107,"indexYears":18,"academicFieldIds":355,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":351,"label":352,"description":353,"key":103,"publicationTags":354,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":357,"pages":359},{"VOID":358},"137",{"VOID":360},"103823","2021-12-01",2021,{"id":364,"createTime":365,"updateTime":366,"relativeEntities":367,"slug":368,"properties":369,"entityType":127,"verifyStatus":128,"verifyTime":366,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":376,"fullTextUrl":18,"authors":377,"publicationType":162,"publisherRelationship":407,"citationCount":18,"citationInfo":18,"publishDate":435,"publishYear":436,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"000d89ae-4126-4649-90bf-9c4c6636d023","2023-12-19T17:30:12.086+00:00","2024-12-27T23:57:08.934+00:00",[],"Analysis-of-an-elasto-plastic-thick-walled-sphere-loaded-by-internal-and-external-pressure",{"references":370,"title":372,"doi":374},{"VOID":371},"Durban, 1974, Behaviour of an incrementally elastic thin walled sphere under internal and external pressure, Int. J. Non-Linear Mech., 9, 105, 10.1016\u002F0020-7462(74)90002-X\nDurban, 1974, Elasto-plastic behaviour of a spherical membrane under internal pressure, Israel. J. Tech., 12, 23\n1974\nHill, 1950, The Mathematical Theory of Plasticity, 98\nSvensson, 1958, The bursting pressure of cylindrical and spherical vessels, J. appl. Mech., 25, 89\nChadwick, 1963, Compression of a spherical shell of work-hardening material, Int. J. Mech. Sci., 5, 165, 10.1016\u002F0020-7403(63)90020-1\nTuba, 1965, Elastic plastic analysis for hollow spherical media under uniform radial loadine, J. Franklin Inst., 280, 343, 10.1016\u002F0016-0032(65)90314-5\nPartom, 1970, Large elasto-plastic deformation of a thick-walled spherical shell, Int. J. Non-Linear Mech., 5, 475, 10.1016\u002F0020-7462(70)90009-0\nHrudey, 1973, Elastic plastic expansion of a thick spherical shell with finite clastic strain, Acta Mech., 18, 21, 10.1007\u002FBF01173455\nStrifors, 1973, Uniqueness and stability of rigid-plastic spherical shells subjected to finite deformation under hydrostatic pressure, J. Mech. Phys. Solids, 21, 125, 10.1016\u002F0022-5096(73)90014-8\nDurban, 1975, Incremental behaviour of an elasto-plastic continuum\nDurban, 1975, A rate approach to the elasto-plastic behaviour of structures\nBloch, 1965\nBert, 1967, Effect of variation in Poisson's ratio on plastic tensile instability, J. bas. Engng., 34, 35, 10.1115\u002F1.3609567",{"EN":373},"Analysis of an elasto-plastic thick walled sphere loaded by internal and external pressure",{"VOID":375},"10.1016\u002F0020-7462(77)90012-9","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002F0020746277900129",[378,395],{"id":379,"sortIndex":135,"researcher":18,"roles":380,"affiliations":381,"properties":392},"8ba4d8c7-7305-4ad7-a840-fcda4d689adf",[137],[382],{"id":18,"sortIndex":130,"affiliation":383,"properties":18},{"id":384,"createTime":385,"updateTime":386,"relativeEntities":387,"slug":388,"properties":389,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"6575ae23-18af-4a11-89a5-da925d3dbce6","2024-01-17T04:38:05.220+00:00","2024-09-11T18:01:15.071+00:00",[],"Department-of-Aeronautical-Engineering-Technion-Israel-Institute-of-Technology-Haifa-Israel",{"title":390},{"VI":391},"Department of Aeronautical Engineering, Technion—Israel Institute of Technology, Haifa, Israel",{"title":393},{"VI":394},"Menahem Baruch",{"id":396,"sortIndex":130,"researcher":18,"roles":397,"affiliations":398,"properties":404},"3a393742-54b9-4c3b-860b-0c63f0d3429b",[137],[399],{"id":18,"sortIndex":130,"affiliation":400,"properties":18},{"id":384,"createTime":385,"updateTime":386,"relativeEntities":401,"slug":388,"properties":402,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":403},{"VI":391},{"title":405},{"VI":406},"David Durban",{"url":376,"publisher":408,"properties":430},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":409,"slug":10,"properties":410,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":413,"manageAffiliations":414,"indexDatabases":415,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":411,"title":412},{"VOID":13},{"EN":15},[],[],[416,423],{"id":71,"indexDatabase":417,"url":84,"indexYears":85,"academicFieldIds":422,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":418,"label":419,"description":420,"key":81,"publicationTags":421,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":424,"url":107,"indexYears":18,"academicFieldIds":429,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":425,"label":426,"description":427,"key":103,"publicationTags":428,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":431,"pages":433},{"VOID":432},"12",{"VOID":434},"9-22","1977-01-01",1977,{"id":438,"createTime":439,"updateTime":440,"relativeEntities":441,"slug":442,"properties":443,"entityType":127,"verifyStatus":128,"verifyTime":440,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":450,"fullTextUrl":18,"authors":451,"publicationType":162,"publisherRelationship":467,"citationCount":18,"citationInfo":18,"publishDate":495,"publishYear":496,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"c16a587d-d1b2-4c82-8c82-6b4baf3a92c4","2024-01-25T08:27:11.854+00:00","2024-12-20T23:56:32.198+00:00",[],"A-direct-method-for-non-linear-normal-modes",{"references":444,"title":446,"doi":448},{"VOID":445},"Rosenberg, 1966, On non-linear vibrations of systems with many degrees of freedom, 155\nRand, 1973, The geometrical stability of non-linear normal modes in two degrees of freedom systems, Int. J. Non-Linear Mech., 8, 161, 10.1016\u002F0020-7462(73)90033-4\nNadig, 1973, Non-linear normal modes in dynamical systems with non-Euclidean metrics, Proc. 4th Can. Congr. Appl. Mech., Montreal, May 28–June 1, 519\nWhittaker, 1964, Analytical Dynamics, 386",{"EN":447},"A direct method for non-linear normal modes",{"VOID":449},"10.1016\u002F0020-7462(74)90021-3","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002F0020746274900213",[452],{"id":453,"sortIndex":130,"researcher":18,"roles":454,"affiliations":455,"properties":464},"a0dbdd8a-6ff4-493c-a6f2-f4e47ff76231",[137],[456],{"id":18,"sortIndex":130,"affiliation":457,"properties":18},{"id":458,"createTime":459,"updateTime":459,"relativeEntities":460,"slug":18,"properties":461,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"da42cb98-e13b-4d49-86cb-c3116989ea8f","2023-12-05T05:42:34.900+00:00",[],{"title":462},{"VI":463},"Department of Theoretical and Applied Mechanics Cornell University, Ithaca, New York 14850 U.S.A.",{"title":465},{"VI":466},"Richard H. Rand",{"url":450,"publisher":468,"properties":490},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":469,"slug":10,"properties":470,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":473,"manageAffiliations":474,"indexDatabases":475,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":471,"title":472},{"VOID":13},{"EN":15},[],[],[476,483],{"id":71,"indexDatabase":477,"url":84,"indexYears":85,"academicFieldIds":482,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":478,"label":479,"description":480,"key":81,"publicationTags":481,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":484,"url":107,"indexYears":18,"academicFieldIds":489,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":485,"label":486,"description":487,"key":103,"publicationTags":488,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":491,"pages":493},{"VOID":492},"9",{"VOID":494},"363-368","1974-10-01",1974,{"id":498,"createTime":499,"updateTime":500,"relativeEntities":501,"slug":502,"properties":503,"entityType":127,"verifyStatus":17,"verifyTime":500,"verifyNote":508,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":509,"fullTextUrl":18,"authors":510,"publicationType":162,"publisherRelationship":511,"citationCount":18,"citationInfo":18,"publishDate":539,"publishYear":540,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"24b95b40-826a-4a6e-a055-0715eb276ff8","2024-02-02T08:35:53.206+00:00","2025-01-22T23:56:32.051+00:00",[],"Nonlinear-supersonic-flutter-study-of-porous-2D-curved-panels-including-graphene-platelets-reinforcement-effect-using-trigonometric-shear-deformable-finite-element",{"title":504,"doi":506},{"EN":505},"Nonlinear supersonic flutter study of porous 2D curved panels including graphene platelets reinforcement effect using trigonometric shear deformable finite element",{"VOID":507},"10.1016\u002Fj.ijnonlinmec.2020.103543","Author title is blank","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002FS0020746220302055",[],{"url":509,"publisher":512,"properties":534},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":513,"slug":10,"properties":514,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":517,"manageAffiliations":518,"indexDatabases":519,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":515,"title":516},{"VOID":13},{"EN":15},[],[],[520,527],{"id":71,"indexDatabase":521,"url":84,"indexYears":85,"academicFieldIds":526,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":522,"label":523,"description":524,"key":81,"publicationTags":525,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":528,"url":107,"indexYears":18,"academicFieldIds":533,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":529,"label":530,"description":531,"key":103,"publicationTags":532,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":535,"pages":537},{"VOID":536},"125",{"VOID":538},"103543","2020-10-01",2020,{"id":542,"createTime":543,"updateTime":544,"relativeEntities":545,"slug":546,"properties":547,"entityType":127,"verifyStatus":128,"verifyTime":544,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":554,"fullTextUrl":18,"authors":555,"publicationType":162,"publisherRelationship":573,"citationCount":18,"citationInfo":18,"publishDate":601,"publishYear":602,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"dee7387c-375a-4109-93bf-2668fb096646","2024-01-01T15:57:09.836+00:00","2025-01-01T23:55:25.397+00:00",[],"Chaoslike-phenomena-in-the-non-linear-dynamic-stability-of-discrete-damped-or-undamped-systems-under-step-loading",{"references":548,"title":550,"doi":552},{"VOID":549},"Budiansky, 1967, Dynamic buckling of elastic structures, Criteria and estimates, 83\nHandelman, 1975, A simple model of stability of structures, SIAM Rev., 17, 593, 10.1137\u002F1017069\nSimitses, 1965, Dynamic snap-through buckling of low arches and shallow spherical shells\nSimitses, 1980, Dynamic stability of structural elements subjected to step-loads, Proc. Army Symp. on Solid Mechanics, Cape Cod, Massachusetts\nSimitses, 1987, Instability of dynamically loaded structures, Appl. Mech. Rev., 44, 1403, 10.1115\u002F1.3149542\nRaftoyiannis, 1988, Dynamic buckling of limit point systems under step loading, Dyn. Stab. Sys., 3, 219, 10.1080\u002F02681118808806057\nKounadis, 1988, Dynamic stability of simple structures under time-dependent axial displacement of their support, Q. J. mech. appl. Math., 41, 579, 10.1093\u002Fqjmam\u002F41.4.579\nKounadis, 1990, Dynamic stability criteria of nonlinear elastic damped or undamped systems under step loading, AIAA J., 28, 1217, 10.2514\u002F3.25197\nKounadis, 1988, Criteria and estimates in the nonlinear dynamic buckling of discrete systems under step loading, XVIIth Int. Congr. theor. Appl. Mcch. Grenoble\nKounadis, 1988, Some aspects in the nonlinear dynamic instability of discrete systems under suddenly applied loads, Proc. Greek-German Seminar on Struct. Dynamics and Earthquake Engineering, Athens\nKounadis, 1989, Criteria and estimates in the nonlinear dynamic buckling of discrete damped or undamped systems under step loading, 2nd National Congress on Mechanics, Athens\nA.N. Kounadis, J. Mallis and J. Raftoyiannis, Dynamic buckling estimates for discrete systems under step loading. To be published in ZAMM.\nElishakoff, 1980, Remarks on the static and dynamic imperfection-sensitivity of nonsymmetric structures, J. appl. Mech., 47, 111, 10.1115\u002F1.3153586\nMarsden, 1976\nThompson, 1982\nHuseyin, 1983, On the analysis of Hopf bifurcations, Int. J. engng Sci., 21, 247, 10.1016\u002F0020-7225(83)90026-5\nHuseyin, 1984, On generalized Hopf bifurcations, J. Dyn. Syst. Meas. Control, 106, 327, 10.1115\u002F1.3140693\nYu, 1988, Bifurcations associated with a double zero and pair of pure imaginary eigenvalues, SIAM J. appl. Math., 48, 229, 10.1137\u002F0148012\nAtadan, 1985, On the oscillatory instability of multiple-parameter systems, Int. J. engng Sci, 23, 857, 10.1016\u002F0020-7225(85)90103-X\nHuseyin, 1986\nLorenz, 1963, Deterministic non-periodic flow, J. Atmos. Sci., 20, 130, 10.1175\u002F1520-0469(1963)020\u003C0130:DNF>2.0.CO;2\nThompson, 1986\nHemnann, 1964, On the stability of elastic systems subjected to Nonconservative forces, J. appl Mech., 31, 435, 10.1115\u002F1.3629660\nKounadis, 1987, Convergence, uniqueness and error estimate of an approximate method for solving nonlinear initial-value problems, Scientific Papers, Faculty of Civil Engng, Vol. 11, 11\nFlaut, 1976, Postbuckling analysis of nonconservative elastic systems, J. struct. Mech., 4, 395, 10.1080\u002F03601217608907298\nKounadis, 1987, Material-dependent stability conditions in the buckling of nonlinear elastic bars, Acta Mech., 67, 209, 10.1007\u002FBF01182133\nVarellis, 1989, The effects of material nonlincarity and compressibility in the buckling of nonlinear elastic systems, Ingenieur-Archiv., 60, 20, 10.1007\u002FBF00538405\nStoker, 1967, Stability of continuous systems, 45",{"EN":551},"Chaoslike phenomena in the non-linear dynamic stability of discrete damped or undamped systems under step loading",{"VOID":553},"10.1016\u002F0020-7462(91)90060-7","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002F0020746291900607",[556],{"id":557,"sortIndex":130,"researcher":18,"roles":558,"affiliations":559,"properties":570},"0c152338-2fef-49c8-b82c-43c610f3fa25",[137],[560],{"id":18,"sortIndex":130,"affiliation":561,"properties":18},{"id":562,"createTime":563,"updateTime":564,"relativeEntities":565,"slug":566,"properties":567,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"08374b7f-4716-4347-96fd-1590d413d321","2024-01-01T15:57:09.843+00:00","2025-06-11T21:13:14.344+00:00",[],"National-Technical-University-of-Athens-432-Partission-Street-Athens-106-82-Greece",{"title":568},{"VI":569},"National Technical University of Athens, 432 Partission Street, Athens 106-82, Greece",{"title":571},{"VI":572},"A.N. Kounadis",{"url":554,"publisher":574,"properties":596},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":575,"slug":10,"properties":576,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":579,"manageAffiliations":580,"indexDatabases":581,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":577,"title":578},{"VOID":13},{"EN":15},[],[],[582,589],{"id":71,"indexDatabase":583,"url":84,"indexYears":85,"academicFieldIds":588,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":584,"label":585,"description":586,"key":81,"publicationTags":587,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":590,"url":107,"indexYears":18,"academicFieldIds":595,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":591,"label":592,"description":593,"key":103,"publicationTags":594,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":597,"pages":599},{"VOID":598},"26",{"VOID":600},"301-311","1991-01-01",1991,{"id":604,"createTime":605,"updateTime":606,"relativeEntities":607,"slug":608,"properties":609,"entityType":127,"verifyStatus":128,"verifyTime":606,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":616,"fullTextUrl":18,"authors":617,"publicationType":162,"publisherRelationship":659,"citationCount":18,"citationInfo":18,"publishDate":687,"publishYear":688,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"8ca52b64-cfcb-4b3e-895a-04725afa6cc3","2023-12-29T23:46:03.113+00:00","2024-12-15T23:54:51.737+00:00",[],"Ellipsoidal-bound-convex-model-for-the-non-linear-buckling-of-a-column-with-uncertain-initial-imperfection",{"references":610,"title":612,"doi":614},{"VOID":611},"Elishakoff, 1978, Axial impact buckling of a column with random initial imperfections, J. Appl. Mech., 45, 361, 10.1115\u002F1.3424302\nChryssanthopoulos, 1995, Stochastic imperfection modeling in shell buckling studies, Thin-Walled Struct., 23, 179, 10.1016\u002F0263-8231(95)00011-2\nChryssanthopoulos, 1995, Probabilistic imperfection sensitivity analysis of axially compressed composite cylinders, Eng. Struct., 17, 398, 10.1016\u002F0141-0296(95)00048-C\nBen-Haim, 1989, Non-probabilistic models of uncertainty in the nonlinear buckling of shells with general imperfections: theoretical estimates of the knockdown factor, J. Appl. Mech., 56, 403, 10.1115\u002F1.3176097\nLindberg, 1992, Evaluation of convex modeling for multimode dynamic buckling, J. Appl. Mech., 59, 929, 10.1115\u002F1.2894063\nLindberg, 1992, Convex models for uncertain imperfection control in multimode dynamic buckling, J. Appl. Mech., 59, 937, 10.1115\u002F1.2894064\nBen-Haim, 1993, Convex models of uncertainty in radial pulse buckling of shells, J. Appl. Mech., 60, 683, 10.1115\u002F1.2900858\nElseifi, 1999, Convex\u002Fprobabilistic models of uncertainties in geometric imperfections of stiffened composite panels, AIAA J., 37, 468, 10.2514\u002F2.757\nQiu, 2005, Two non-probabilistic set-theoretical models for dynamic response and buckling failure measures of bars with unknown-but-bounded initial imperfections, Int. J. Solids Struct., 42, 1039, 10.1016\u002Fj.ijsolstr.2004.03.007\nFraser, 1969, The buckling of a column with random initial deflections, J. Appl. Mech., 36, 232, 10.1115\u002F1.3564613\nLi, 1995, Nonlinear buckling of a structure with random imperfection and random axial compression by a conditional simulation technique, Comput. Struct., 56, 59, 10.1016\u002F0045-7949(94)00531-7\nElishakoff, 1994, Non-linear buckling of a column with initial imperfection via stochastic and non-stochastic convex models, Int. J. Non-Linear Mech., 29, 71, 10.1016\u002F0020-7462(94)90053-1\nBen-Haim, 1990",{"EN":613},"Ellipsoidal-bound convex model for the non-linear buckling of a column with uncertain initial imperfection",{"VOID":615},"10.1016\u002Fj.ijnonlinmec.2006.07.001","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002FS0020746206000734",[618,635,647],{"id":619,"sortIndex":135,"researcher":18,"roles":620,"affiliations":621,"properties":632},"c2bb17e3-1e7e-419a-ae8f-b4d38fdbf636",[137],[622],{"id":18,"sortIndex":130,"affiliation":623,"properties":18},{"id":624,"createTime":625,"updateTime":626,"relativeEntities":627,"slug":628,"properties":629,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"4fe466c2-b77f-4da1-9770-69517b635bcc","2024-04-09T21:17:23.821+00:00","2024-09-29T09:35:31.005+00:00",[],"Institute-of-Solid-Mechanics-Beijing-University-of-Aeronautics-and-Astronautics-Beijing-100083-PR-China",{"title":630},{"EN":631},"Institute of Solid Mechanics, Beijing University of Aeronautics and Astronautics, Beijing 100083, PR China",{"title":633},{"VI":634},"Lihong Ma",{"id":636,"sortIndex":283,"researcher":18,"roles":637,"affiliations":638,"properties":644},"6bb26aea-2e8d-47e1-ad63-366d8fb80f65",[137],[639],{"id":18,"sortIndex":130,"affiliation":640,"properties":18},{"id":624,"createTime":625,"updateTime":626,"relativeEntities":641,"slug":628,"properties":642,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":643},{"EN":631},{"title":645},{"VI":646},"Xiaojun Wang",{"id":648,"sortIndex":130,"researcher":18,"roles":649,"affiliations":650,"properties":656},"91e5aace-fb0e-49c6-9157-2d4170667cfa",[137],[651],{"id":18,"sortIndex":130,"affiliation":652,"properties":18},{"id":624,"createTime":625,"updateTime":626,"relativeEntities":653,"slug":628,"properties":654,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},[],{"title":655},{"EN":631},{"title":657},{"VI":658},"Zhiping Qiu",{"url":616,"publisher":660,"properties":682},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":661,"slug":10,"properties":662,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":665,"manageAffiliations":666,"indexDatabases":667,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":663,"title":664},{"VOID":13},{"EN":15},[],[],[668,675],{"id":71,"indexDatabase":669,"url":84,"indexYears":85,"academicFieldIds":674,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":670,"label":671,"description":672,"key":81,"publicationTags":673,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":676,"url":107,"indexYears":18,"academicFieldIds":681,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":677,"label":678,"description":679,"key":103,"publicationTags":680,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":683,"pages":685},{"VOID":684},"41",{"VOID":686},"919-925","2006-10-01",2006,{"id":690,"createTime":691,"updateTime":692,"relativeEntities":693,"slug":694,"properties":695,"entityType":127,"verifyStatus":128,"verifyTime":702,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":703,"fullTextUrl":18,"authors":704,"publicationType":162,"publisherRelationship":721,"citationCount":18,"citationInfo":18,"publishDate":749,"publishYear":750,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"f4b48466-2750-4363-a357-fd71317567fe","2024-01-21T15:00:34.111+00:00","2025-01-27T23:54:28.526+00:00",[],"Characterization-of-approximate-Partial-Hamiltonian-operators-and-related-approximate-first-integrals",{"references":696,"title":698,"doi":700},{"VOID":697},"Baikov, 1988, Approximate symmetries, Mat. Sb., 136 (178), 435\nBaikov, 1991, Perturbation methods in group analysis, J. Soviet. Math., 55, 1450, 10.1007\u002FBF01097534\nBaikov, 1994, Closed orbits and their stable symmetries, J. Math. Phys., 35, 6525, 10.1063\u002F1.530689\nGovinder, 1998, Approximate Noether symmetries, Phys. Lett. A, 240, 127, 10.1016\u002FS0375-9601(98)00067-X\nFeroze, 2002, Group theoretic methods for approximate invariants and Lagrangians for some classes of y′′+εF(t)y′+y=f(y,y′), Int. J. Nonlinear Mech., 37, 275, 10.1016\u002FS0020-7462(00)00111-6\nNayfeh, 1989, Modal interactions in dynamical and structural systems, Appl. Mech. Rev., 42, S175, 10.1115\u002F1.3152389\nNaeem, 2009, Approximate partial Noether operators and first integrals for coupled nonlinear oscillators, Nonlinear Dynam., 57, 303, 10.1007\u002Fs11071-008-9441-4\nNaeem, 2010, Approximate first integrals for a system of two coupled van der Pol oscillators with linear diffusive coupling, Math. Comput. Appl., 15, 720\nKara, 2007, Partial Noether operators and first integrals via partial Lagrangians, Math. Methods Appl. Sci., 30, 2079, 10.1002\u002Fmma.939\nNaz, 2016, A partial Lagrangian method for dynamical systems, Nonlinear Dynamics, 84, 1783, 10.1007\u002Fs11071-016-2605-8\nNaz, 2011, Approximate partial Noether operators and first integrals for cubically coupled nonlinear Duffing oscillators subject to a periodically driven force, J. Math. Anal. Appl., 380, 289, 10.1016\u002Fj.jmaa.2011.02.028\nKara, 1999, Approximate symmetries and conservation laws with applications, Internat. J. Theoret. Phys., 38, 2389, 10.1023\u002FA:1026684004127\nGan, 2010, Approximate conservation laws of perturbed partial differential equations, Nonlinear Dynam., 61, 217, 10.1007\u002Fs11071-009-9643-4\nJohnpillai, 2001, Variational formulation of approximate symmetries and conservation laws, Int. J. Theor. Phys., 40, 1501, 10.1023\u002FA:1017561629174\nJohnpillai, 2009, Approximate Noether-type symmetries and conservation laws via partial Lagrangians for PDEs with a small parameter, J. Comput. Appl. Math., 223, 508, 10.1016\u002Fj.cam.2008.01.020\nNaz, 2008, Comparison of different approaches to conservation laws for some partial differential equations in fluid mechanics, Appl. Math. Comput., 205, 212, 10.1016\u002Fj.amc.2008.06.042\nNaz, 2014, Comparison of different approaches to construct first integrals for ordinary differential equations, vol. 2014\nNaz, 2017, Generalization of approximate partial Noether approach in phase space, Nonlinear Dynam., 88, 735, 10.1007\u002Fs11071-016-3273-4\nLevi-Civita, 1899, Interpretazione gruppale degli integrali di un sistema canonico, Rend. Accad. Lincei, Ser. III, 8, 235\nOlver, 1993\nDorodnitsyn, 2010, Invariance and first integrals of continuous and discrete Hamiltonian equations, J. Engrg. Math., 66, 253, 10.1007\u002Fs10665-009-9312-0\nMahomed, 2015, Characterization of Hamiltonian symmetries and their first integrals, Int. J. Non-Linear Mech., 74, 84, 10.1016\u002Fj.ijnonlinmec.2015.04.005\nNaz, 2018, Characterization of partial hamiltonian operators and related first integrals, Discrete Contin. Dyn. Syst. Ser. S, 11\nNaz, 2014, A partial Hamiltonian approach for current value Hamiltonian systems, Commun. Nonlinear Sci. Numer. Simul., 19, 3600, 10.1016\u002Fj.cnsns.2014.03.023\nNaz, 2016, Closed-form solutions for the Lucas–Uzawa model of economic growth via the partial Hamiltonian approach, Commun. Nonlinear Sci. Numer. Simul., 30, 299, 10.1016\u002Fj.cnsns.2015.06.033\nNaz, 2016, The applications of the partial Hamiltonian approach to mechanics and other areas, Int. J. Nonlinear Mech., 86, 1, 10.1016\u002Fj.ijnonlinmec.2016.07.009\nKovacic, 2006, Conservation laws of two coupled non-linear oscillators, Int. J. Non-Linear Mech., 41, 751, 10.1016\u002Fj.ijnonlinmec.2006.04.007\nMiles, 1985, Parametric excitation of an internally resonant double pendulum, Z. Angew. Math. Phys., 36, 337, 10.1007\u002FBF00944628\nBalachandran, 1990, Nonlinear oscillations of a harmonically excited composite structure, Compos. Struct., 16, 323, 10.1016\u002F0263-8223(90)90040-L\nBalachandran, 1990, Nonlinear motions of beam-mass structure, Nonlinear Dynam., 1, 39, 10.1007\u002FBF01857584",{"EN":699},"Characterization of approximate Partial Hamiltonian operators and related approximate first integrals",{"VOID":701},"10.1016\u002Fj.ijnonlinmec.2018.06.001","2025-01-27T23:54:28.525+00:00","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002FS0020746218301239",[705],{"id":706,"sortIndex":130,"researcher":18,"roles":707,"affiliations":708,"properties":718},"347aa545-ac8b-497d-9cdb-0a411d34ecaf",[137],[709],{"id":18,"sortIndex":130,"affiliation":710,"properties":18},{"id":711,"createTime":712,"updateTime":712,"relativeEntities":713,"slug":714,"properties":715,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"53835a09-3a64-466d-b552-a9bfa02343fc","2023-11-27T04:13:30.506+00:00",[],"Centre-for-Mathematics-and-Statistical-Sciences-Lahore-School-of-Economics-Lahore-53200-Pakistan",{"title":716},{"VI":717},"Centre for Mathematics and Statistical Sciences, Lahore School of Economics, Lahore 53200, Pakistan",{"title":719},{"VI":720},"R. Naz",{"url":703,"publisher":722,"properties":744},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":723,"slug":10,"properties":724,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":727,"manageAffiliations":728,"indexDatabases":729,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":725,"title":726},{"VOID":13},{"EN":15},[],[],[730,737],{"id":71,"indexDatabase":731,"url":84,"indexYears":85,"academicFieldIds":736,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":732,"label":733,"description":734,"key":81,"publicationTags":735,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":738,"url":107,"indexYears":18,"academicFieldIds":743,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":739,"label":740,"description":741,"key":103,"publicationTags":742,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":745,"pages":747},{"VOID":746},"105",{"VOID":748},"158-164","2018-10-01",2018,{"id":752,"createTime":753,"updateTime":754,"relativeEntities":755,"slug":756,"properties":757,"entityType":127,"verifyStatus":128,"verifyTime":754,"verifyNote":129,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130,"primaryUrl":764,"fullTextUrl":18,"authors":765,"publicationType":162,"publisherRelationship":781,"citationCount":18,"citationInfo":18,"publishDate":809,"publishYear":810,"citationAnalyzeStatus":17,"lastCitationAnalyze":18,"indexDatabases":18,"openAccess":18,"references":18,"isForceReanalyzing":193},"94a10f3e-6e94-41fe-a652-e7d04eebab45","2024-01-30T19:18:44.222+00:00","2025-02-01T23:53:43.917+00:00",[],"A-variational-approach-for-the-deflections-and-stability-behavior-of-postbuckled-elastic-plastic-slender-struts",{"references":758,"title":760,"doi":762},{"VOID":759},"Timoshenko, 1953\nFrisch-Fay, 1962\nLove, 1944\nTimoshenko, 1961\nOden, 1970, Finite deflections of a non-linearly elastic bar, J. appl. Mech. TRANS ASME, 92, 48, 10.1115\u002F1.3408488\nMonasa, 1974, Deflections and stability behavior of elasto-plastic flexible bars, J. Appl. Mech. TRANS ASME, 96, 537, 10.1115\u002F1.3423335\nMonasa, 1984, Stability behavior of uniformly loaded flexible bars of elasto-plastic materials, 969\nYu, 1982, The plastica: the large elastic-plastic deflection of a strut, Int. J. Non-linear Mech., 17, 195, 10.1016\u002F0020-7462(82)90019-1\nHaslach, 1985, Post-buckling behavior of columns with non-linear constitutive equations, Int. J. Nonlinear Mech., 20, 53, 10.1016\u002F0020-7462(85)90047-2\nWalker, 1968, An analysis of the large deflections of beams using the Rayleigh-Ritz finite element method, Aeronaut. Q., 19, 357, 10.1017\u002FS0001925900004741\nGolley, 1984, The finite element solution of a class of elastica problems, Comput. Meth. appl. Mech. Engng, 46, 159, 10.1016\u002F0045-7825(84)90058-6\nHodge, 1948, A variational principle for plastic materials with strain-hardening, J. Math. Phys., 27, 1, 10.1002\u002Fsapm19482711\nMoreau, 1975, Applications of Convex Analysis to the Treatment of Elasto-Plastic Systems, 56\nDuvant, 1972\nMazilu, 1982, Variationsprinzipe der Thermoplastizität I. Wärmeausbreitung und Plastizität, 33\nMazilu, 1983, 11 Gekoppelte Thermomechanische Prozesse, 37\nBeedle, 1966, Plastic Design of Steel Frames, 25\nSmith, 1974\nDaniel, 1971\nPerrin, 1969, On higher-order numerical methods for non-linear two-point boundary value problems, Numer. Math., 13, 180, 10.1007\u002FBF02163236\nG.N. Lewis, Calculations for a problem in elastic-plastic beam deflections, unpublished, available on request.\nIsaacson, 1966",{"EN":761},"A variational approach for the deflections and stability behavior of postbuckled elastic-plastic slender struts",{"VOID":763},"10.1016\u002F0020-7462(87)90030-8","https:\u002F\u002Fwww.sciencedirect.com\u002Fscience\u002Farticle\u002Fpii\u002F0020746287900308",[766],{"id":767,"sortIndex":130,"researcher":18,"roles":768,"affiliations":769,"properties":778},"cb1e7b31-b6ea-4888-8f62-e73ee4500b9a",[137],[770],{"id":18,"sortIndex":130,"affiliation":771,"properties":18},{"id":772,"createTime":773,"updateTime":773,"relativeEntities":774,"slug":18,"properties":775,"entityType":55,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":130},"c95b2724-5862-4fe0-92f1-b9492b4c1e90","2024-02-09T06:31:29.217+00:00",[],{"title":776},{"VI":777},"Department of Mathematical Sciences, Michigan Technological University, Houghton, MI 49931, U.S.A.",{"title":779},{"VI":780},"Gilbert Lewis",{"url":764,"publisher":782,"properties":804},{"id":6,"createTime":7,"updateTime":8,"relativeEntities":783,"slug":10,"properties":784,"entityType":16,"verifyStatus":17,"verifyTime":18,"verifyNote":18,"syncStatus":17,"languages":18,"translateLanguages":18,"viewCount":19,"subjectFields":787,"manageAffiliations":788,"indexDatabases":789,"url":18,"thumbnailPath":18,"statistic":18,"gsStatistic":18,"type":18,"analyzePriority":18},[],{"issn":785,"title":786},{"VOID":13},{"EN":15},[],[],[790,797],{"id":71,"indexDatabase":791,"url":84,"indexYears":85,"academicFieldIds":796,"indexDatabaseRanking":90},{"id":73,"createTime":74,"updateTime":75,"relativeEntities":792,"label":793,"description":794,"key":81,"publicationTags":795,"standard":18},[],{"EN":78,"VI":78},{"EN":78,"VI":80},[83],[87,88,89],{"id":92,"indexDatabase":798,"url":107,"indexYears":18,"academicFieldIds":803,"indexDatabaseRanking":18},{"id":94,"createTime":95,"updateTime":96,"relativeEntities":799,"label":800,"description":801,"key":103,"publicationTags":802,"standard":18},[],{"EN":99,"VI":99},{"VI":101,"EN":102},[105,106],[109],{"volume":805,"pages":807},{"VOID":806},"22",{"VOID":808},"373-385","1987-01-01",1987]