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moving pivot
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     According to the known conditions, such as coefficient of travel speed variation, rocker oscillating angle and rocker length condition, the moving pivot point locus of two limiting positions of crank-and-rocker mechanism is a circular arc. The paper gives a new unified method of geometrical synthesis of crank-and-rocker mechanism, when one of the additional conditions which are crank length, conrod length and frame length, is known.
     根据在已知行程速比系数、摇杆摆角和摇杆长度条件下,曲柄摇杆机构两极位的活动铰链点轨迹应为一圆弧的原理,提出了在具备曲柄长、连杆长或机架长三种条件之一时,曲柄摇杆机构图解综合的一种新方法.
短句来源
     Perpendicular distance l, which is measured from the moving pivot of spatial RSSP mechanism to the slider guide, is calculated out and the maximum l_(max) is derived by one demensional optimization method. Based on these calculations, the crank existence condition l_(max)
     导出了空间RSSP机构曲柄动铰链点至滑块导路的垂距ι的计算式,按一维优化法求出了其最大值ι_(max),并讨论了它的有曲柄条件ι_(max)
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According to the known conditions, such as coefficient of travel speed variation, rocker oscillating angle and rocker length condition, the moving pivot point locus of two limiting positions of crank-and-rocker mechanism is a circular arc. The paper gives a new unified method of geometrical synthesis of crank-and-rocker mechanism, when one of the additional conditions which are crank length, conrod length and frame length, is known.

根据在已知行程速比系数、摇杆摆角和摇杆长度条件下,曲柄摇杆机构两极位的活动铰链点轨迹应为一圆弧的原理,提出了在具备曲柄长、连杆长或机架长三种条件之一时,曲柄摇杆机构图解综合的一种新方法.

Perpendicular distance l, which is measured from the moving pivot of spatial RSSP mechanism to the slider guide, is calculated out and the maximum l_(max) is derived by one demensional optimization method. Based on these calculations, the crank existence condition l_(max)

导出了空间RSSP机构曲柄动铰链点至滑块导路的垂距ι的计算式,按一维优化法求出了其最大值ι_(max),并讨论了它的有曲柄条件ι_(max)

 
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