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Establishment of Relatively Unified Mathematical Model for Spiral Surface Based on Movement Characteristics of Particle

机译:基于粒子运动特性的螺旋表面建立相对统一的数学模型

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摘要

From the viewpoint of the forming principle of spiral curve and classification from the kinematics, established relatively unified mathematical model of spiral curve based on the movement characteristics of particle and the forming principle of space surface shape, and in turn relying on relatively unified mathematical model of spiral curve, combined the similarity of forming movement between spiral curve and spiral surface, derived the relatively unified mathematical model of spiral surface with the concept of sequence of operator presented for the first time. The relatively unified mathematical model has been validated that it not only expressed the relationship of movement synthesis for commonly spiral surface's forming movement, but also depicted new spiral surface to be required or named through changing parameters.
机译:从螺旋曲线的形成原理和运动学分类的观点来看,基于粒子的运动特性建立了螺旋曲线的相对统一的数学模型,以及空间表面形状的成形原理,依赖于相对统一的数学模型螺旋曲线,结合螺旋曲线和螺旋表面之间形成的相似性,源于第一次呈现的操作员序列概念的螺旋表面的相对统一的数学模型。已经验证了相对统一的数学模型,它不仅表达了运动综合对于普通螺旋表面的成型运动的关系,而且还描​​绘了需要通过改变参数来命名的新螺旋表面。

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