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Study of Mechanisms with Allowance for Friction Forces in Kinematic Pairs

机译:运动成对摩擦力余量机制的研究

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Friction forces emerge in kinematic pairs of mechanisms; in many cases, these forces significantly affect the movement of the links of the mechanisms and should be taken into account in force calculations. Introduction of friction forces leads to an increase in the number of unknown components of the reactions of the pair while the number of kinetostatic equations does not increase. In order for the problem of force analysis to remain solvable, it is necessary to introduce additional conditions, the number of which is equal to the number of additional unknowns. Usually, additional conditions are selected allowing for the design features of the elements of kinematic pairs, which allow making some a priori assumptions about the nature of the normal forces distribution. The paper considers the formation of such conditions, i.e., essentially, the examples of constructing computational models of kinematic pairs with friction. A force calculation of the mechanism with allowance for friction is shown, which is reduced to the joint solution of the kinetostatic equations and additional equations describing the models of kinematic pairs. It is also shown that for the given kinematic parameters of motion, the system of force calculation equations has one solution, several solutions, or no solution at all.
机译:摩擦力出现在运动成对的机制中;在许多情况下,这些力显着影响机制的链接的运动,并应考虑到力计算。摩擦力引入摩擦力导致该对反应的未知组分数量的增加,而动力学方程的数量不会增加。为了使力分析的问题保持不可能,有必要引入额外的条件,其数量等于其他未知数的数量。通常,选择额外的条件允许运动成对元件的设计特征,这允许对正常力分布的性质进行一些先验的假设。本文考虑了这种条件的形成,即基本上,构建了与摩擦的运动成对的计算模型的例子。示出了具有摩擦余量的机构的力计算,其降低到运动学方程的关节溶液以及描述运动型对模型的附加方程。还表明,对于给定的运动参数,力计算方程系统具有一种解决方案,几种解决方案,或根本没有解决方案。

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