超非球面:两种方法

A. W. Greynolds
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引用次数: 0

摘要

超非球面是一种旋转曲面(具有特定的顶点曲率),接近或延伸到与轴平行的地方。我们所熟悉的“超半球”是一个有限的例子,但超圆锥和理性bassazier方法更加灵活。两者都将应用于已故Juan Rayces的Eikonal程序的冷凝器系统的重新设计,但使用作者自己的设计代码。
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Hyper-aspheroidal surfaces: two approaches
A hyper-aspheroid is a surface of revolution (with a specified vertex curvature) that nears or extends beyond where it’s parallel to the axis. The familiar ‘hyperhemispherical’ is one limiting example, but the superconic and rational Bézier approaches are more flexible. Both will be applied to the redesign of a condenser system from the late Juan Rayces’ Eikonal program but using the author’s own design code.
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