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刚体动力学初值问题的拟变分原理及其应用
acttension[J].RareMetalMaterialsandEngineering,2007,ugg boots billig,36(:1322―1325.[10]易大义,沈云宝,李有法.计算方法[M].2版.杭州:浙江大学出版社,2002:71.76.[责任编辑:郑可为](上接第1096页)[9]赵淑红.多柔体动力学的拟变分原理及应用[D].哈尔滨:哈尔滨工程大学,2008:1―163.ZHAOShuhong.Variationalprinciplesofmuhibodysystemdynamicsandtheirapplication[D].Harbin:HarbinEngi―neeringUniversity,2008:1―163.[1O]梁立孚,ugg stivali,罗恩,冯晓九.分析力学初值问题的一种变分原理形式[J].国体力学学报,2007,39(1):106一II1.LIANGLifu,LUOEn,FENGXiaojiu.Variationalprincipleformofinitialvalueproblemsinanalyticalmechanics[J].ActaMechanicaSolidaSinica,2007,39(1):106.111.[11]梁立孚,罗恩,刘殿魁.非保守弹性动力学初值问题的简单Gurtin型拟变分原理[J].固体力学学报,2007,28(3):224―228.LIANGLifu,LUOEn,LIUDiankui.Quasi―variationalprinciplesofsimpleGurtintypeofinitialvalueprobleminnon―conservativeelasto―dynamics『J].ActaMechanicaSol―idaSinica,tory burch,2007,28(3):224―228.[12]梁立孚,刘宗民,刘殿魁,非保守薄壁结构系统的广义拟余Hamilton原理及其应用[J].工程力学,2008,25(10):60-65.LIANGLifu,LIUZongmin,LIUDiankui.GeneralizedHamihon·-typequasi·-complementaryenergyprincipleofnon―conservativegthin―wallstructuralsystemanditsappli--cation[J].EngineeringMechanics,2008,25(10):60-65.[13]马格努斯K.陀螺理论与应用[M].贾书惠,译,北京:国防工业出版社,ugg boots günstig,1983:3-55.[14]陆元九.陀螺与惯性导航原理[M].北京:科学出版社,1966:56―120.[15]钱伟长.对合变换和薄板弯曲问题的多变量变分原理[J].应用数学和力学,1985,6(1):25-46.QIANWeichang.Involutorytransformationsandvariationalprincipleswithmulti·-variablesinthinplatebendingprob--lems[J].AppliedMathematicsandMechanics,1985,6(1):25_46.[16]梅凤翔,刘端,罗勇.高等分析力学[M].北京:北京理工大学出版社,stivali ugg,1991:371―384.[17]梅凤翔.分析力学专题[M].北京:北京工业学院出版社,1988:251―317.[18]陈滨.分析动力学fM].北京:北京大学出版社,1987:248―344.[责任编辑:郑可为]
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