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ANALYSIS OF TWO-DIMENSIONAL KINETIC SHAPE SYSTEMS

机译:二维动力学形状系统分析

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A Kinetic Shape has a physical and continuous curve with a changing radius that is exactly defined by its kinetic behavior. A Kinetic Shape curve is defined by specifying the force applied to the Kinetic Shape and the force with which the Kinetic Shape subsequently reacts at ground contact. This concept allows for predictable, position-dependent, and purely mechanical force redirection which make it broadly applicable. Kinetic Shapes have been previously used in several applications to predict the redirection of forces applied to the shape into ground reaction forces. Here, we analyze various ways 2D Kinetic Shapes interact and show how different mechanical force-based computational operations can be performed using these interconnected Kinetic Shapes, which we call Kinetic Shape Systems.
机译:运动形状具有不断变化的半径的物理连续曲线,该曲线由其动力学行为精确定义。通过指定施加到动力学形状上的力以及该动力学形状随后在地面接触时所反应的力来定义动力学形状曲线。该概念允许可预测的,与位置相关的纯机械力重定向,从而使其广泛适用。动力学形状先前已用于多种应用中,以预测施加到形状的力向地面反作用力的重定向。在这里,我们分析了各种二维动力学形状相互作用的方式,并展示了如何使用这些相互联系的动力学形状(称为动力学形状系统)来执行基于机械力的不同计算操作。

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