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本文提出了一种利用折尺和滑槽实现n等分角的方法,该方法利用由首尾铰接的多段直线组成的折尺和将折尺铰接点限定在直线上的两个相互铰接的滑槽实现了n等分角.n等分角不仅是一个古老的几何问题,而且在机构学中也有实践意义.其中,三等分角是古希腊三大几何难题之一,已经证明,在尺规作图的前提下,该问题无解.但是,若将条件放宽,配合某些作图工具,就能实现三等分乃至n等分角.本文提出了一种n等分角的新工
In this paper, a method for realizing n-bisector angle using folding ruler and sliding chute is proposed. The method uses the folding ruler consisting of a plurality of straight lines hinged at one end and the two hinges mutually hinged on the straight line, N equivocal angle.n isometric angle is not only an ancient geometric problems, but also practical significance in the mechanics.Among them, the trisection angle is one of the three major geometric problems in ancient Greece, it has been proved that in the rule However, if we relax the conditions and cooperate with some mapping tools, we can achieve the third-equinox or even equidistant angles.In this paper, we propose a new job with n-equinoxes