The bond graph model of planar flexible multibody mechanical systems and its dynamic principle

被引：5

作者：

王中双 ^{[1
]}

陆念力 ^{[1
]}

陈集 ^{[4
]}

机构：

[1] School of Mechatronic Engineering, Harbin Institute of Technology, Harbin 150001,China ,School of Mechanical Engineering, Qiqihar University, Qiqihar 161006, China 3. School of Mechatronic Engineerin

来源：

Journal of Harbin Institute of Technology | 2006年 / 01期

关键词：

flexible multibody system; coupling dynamics; bond graph; dynamic principle;

D O I：

暂无

中图分类号：

TH131 [联接及联接零件];

学科分类号：

080203 ;

摘要：

In order to increase the efficiency and reliability of the dynamic analysis for flexible planar linkage containing the coupling of multi-energy domains, a method based on bond graph is introduced. From the viewpoint of power conservation, the peculiar property of bond graph multiport element MTF is discussed. The procedure of modeling planar flexible multibody mechanical systems by bond graphs and its dynamic principle are described. To overcome the algebraic difficulty brought by differential causality and nonlinear junction structure, the constraint forces at joints can be considered as unknown effort sources and added to the corresponding 0-junctions of system bond graph model. As a result, the automatic modeling on a computer is realized. The validity of the procedure is illustrated by a practical example.

引用

页码：6 / 11

页数：6

共 14 条

[1]

BondGraphSimulationForEngineer ingSystems. ZHANGShang cai. . 1993

[2]

Bondgraphmethodforthedynamicsimulationofrobotmechanisms. WANGZhongshuang. ChinaMechanicalEn gineering . 1999

[3]

Bondgraphsforflexi blemultibodysystems. MARGOLISDL,KARNOPPDC. TransASMESerG . 1979

[4]

Bondgraphmethodfortheforward dynamicproblemofrobotmechanisms. WANGZhongshuang. ChinaMechani calEngineering . 1998

[5]

SystemDynamics:AUnifiedApproach. KARNOPPDC,MARGOLISDL,ROSENBERGRC. . 1990

[6]

Singularlyperturbedbondgraphmodelsforsimulationofmultibodysystems. ZEIDA,OVERHOLTJL. ASMEJournalofDynamicSystems,Measurement,andControl . 1995

[7]

MechanicalVibra tionsTheoryandApplications. TSEFS,MORSEIE,HINKLERT. . 1978

[8]

Propositionofmodelingforconstrainedmechanicalsystemsbasedonthevectorbondgraph. JANGJ,HANC. J FranklinInst . 1998

[9]

The DynamicAnalysisofMechanicalSystemsandTheApplica tionCourseofADAMS. CHENLiping,ZHANGYunqing,RENWeiqun,etal. . 2005

[10]

ComputationalDynamicsofMultibodySys tems. HONGJiazhen. . 2003

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