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- W2389922433 abstract "By adopting simple iteration of Newton method, and l et the nonlinear equation be regarded as nonlinear dynamic system, the complete real number solution of equation could be solved by utilizing points of Julia set which leads the system to produce chaos. Points of Julia set are situated in the neighboring region of the disaggregation when the value of Jocobian matrix determinent equals to zero. Some variables in the expression of values for determinent of given matrix were known, except one of the variables was unknown. Complete solutions of the expression are proceed to be found by means of converting the expression into non-linear equation with one variable. After the searching scope of non-specified variables was determined, its solutions can be found in their neighboring regions by the use of coarse and fine iteration. The MATLAB program was compiled by applying this algorithm. A research was carried out on problems of function synthesis for planar crank-slider mechanism, and obtained the general expression of Jocobian matrix,thus sought out complete solutions of that problem when the most precise positions were defined. Multiple schemes of selection were provided for the design of practical planar crank-slider mechanism, and an all new method was provided for mechanism design." @default.
- W2389922433 created "2016-06-24" @default.
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- W2389922433 date "2003-01-01" @default.
- W2389922433 modified "2023-09-25" @default.
- W2389922433 title "Chaos method for function synthesis of planar crank-slider mechanism" @default.
- W2389922433 hasPublicationYear "2003" @default.
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