,
, ,
.
, , , ,
, , . (5)
Для решения задачи выбираем семь точек в заданной области изменения углов , для которых отклонения взвешенной разности должны равняться нулю [3]. Используя для решения задачи синтеза параметров механизма известную схему решения алгебраических уравнений [2] можно вычислить семь параметров для многоугольника OABCDO4O.
![](data:image/png;base64,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)
Достарыңызбен бөлісу: |