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Singularity Analysis of 2-DOF Planar Seven-bar MechanismsUsed in Hybrid Actuators
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作者 方新国 邹慧君 梁庆华 《Journal of Donghua University(English Edition)》 EI CAS 2004年第4期118-123,共6页
Based on the Jacobian matrices relating the input speeds with the output speeds of linkages, a general method, which is used for solving the singularities of planar multi-loop multi-DOF linkages, is presented. The fou... Based on the Jacobian matrices relating the input speeds with the output speeds of linkages, a general method, which is used for solving the singularities of planar multi-loop multi-DOF linkages, is presented. The four kinds of singularities of 2-DOF planar seven-bar linkages used in hybrid actuators are analyzed in detail by this method. Its five kinds of singular positions whose characteristics are discussed respectively are discovered. Three approaches are proposed on how to avoid the singular positions of planar multi-loop multi-DOF linkages. Based on the assemblability of planar single-loop N-bar chains or linkages, the geometry conditions are investigated and discovered to avoid the singular positions of the linkages. In order to versify aforementioned conclusions, a case is given in which the singular curves are plotted and simulated. 展开更多
关键词 Velocity matrice ASSEMBLABILITY Seven-bar mechanism Singularity.
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