Bond graph modeling of multibody systems: A library of three-dimensional joints (Q1317939)
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scientific article; zbMATH DE number 536935
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Bond graph modeling of multibody systems: A library of three-dimensional joints |
scientific article; zbMATH DE number 536935 |
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Bond graph modeling of multibody systems: A library of three-dimensional joints (English)
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22 March 1994
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The Karnopp-Margolis method of modeling mechanisms is not only intuitively appealing, but it is also equivalent to the classical Lagrangian multiplier approach that produces the dynamic equations in state space form [\textit{A. Zeid}, J. Dyn. Syst. Meas. Control 111, 15-23 (1989)]. This paper details modeling space mechanisms and multibody systems using the Karnopp-Margolis method. A bond graph library is given for six types of joints that are common in building space mechanisms. These joints can be modeled using bond graph processors ENPORT or CAMP.
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Karnopp-Margolis method
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Lagrangian multiplier approach
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ENPORT
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CAMP
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0.9060581
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0.89332056
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0.8927721
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0.8900082
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0.88202894
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0.87501603
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0.8655374
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0.8583654
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