Planar Four-Linkage Guide Mechanism Synthesis Based on Mechanical Chaos System Methods
The problem of four-linkage guide mechanism synthesis is transformed into nonlinear equations to be found, Newton iterative method is an important technique to one dimensional and multidimensional variables and iterative process exhibits sensitive dependence on initial guess points. For the first time, the mechanical chaos methods of mechanism synthesis and all solutions of the nonlinear questions of mechanism synthesis were found by utilizing chaos sequences of chaos motions of mechanical system to obtain locate initial points. As an example the problem of function generation for planar four-linkage guide mechanism was considered. This makes that multi-projects selecting could be possible. This method is adaptive to planar multi-linkage and spatial mechanism. This provides a new simple realization method for mechanics design.
X. Y. Che et al., "Planar Four-Linkage Guide Mechanism Synthesis Based on Mechanical Chaos System Methods", Applied Mechanics and Materials, Vols. 55-57, pp. 1009-1012, 2011