Abstract
Utilizing the principle of stretch rotation and the principle of similarly varying triangle, existence of coupler cognates of Watt's six-link mechanism is investigated. It is shown that for a coupler point located in the plane of the coupler link DE (see Fig. 1) there are two additional stationary pivots, and for the coupler link CD, there exist doubly infinite stationary pivots. These stationary pivots are capable of providing an infinite number of cognate mechanisms.
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