e
pi
cy
cle
复数形式
epicycles
1
本轮, 次级圆形轨道
(astronomy) a secondary circular orbit embedded within a primary circular orbit
- In his astronomical work the Almagest, Ptolemy used a system of deferents and epicycles to explain the observed motions of planets across the night sky.
在他的天文著作《天文学大成》中,托勒密使用了均轮和本轮的系统来解释夜空中观测到的行星运动。
- Copernicus disagreed with the Ptolemaic model adding unnecessary epicycles, believing instead that planets revolve in simpler circular orbits around the Sun.
哥白尼不同意托勒密模型添加不必要的本轮,而是认为行星围绕太阳以更简单的圆形轨道运行。
2
本轮, 次级圆
a small circle whose center moves around the circumference of a larger circle
- The concept of an epicycle allows for the modeling of complex periodic movements in geometry and astronomy.
本轮的概念允许在几何和天文学中模拟复杂的周期性运动。
- The motion of a point on an epicycle can be described mathematically by combining the rotations of the smaller circle and the larger circle.
本轮上一点的移动可以通过结合小圆和大圆的旋转来数学描述。
- The geometric properties of an epicycle can be explored by examining the resulting curves and paths generated by its motion.
通过检查本轮运动产生的曲线和路径,可以探索其几何特性。
- An epicycle can be visualized by imagining a small wheel rolling around the edge of a larger wheel.
本轮可以通过想象一个小轮子在一个大轮子的边缘滚动来可视化。
- When the center of the epicycle moves along the circumference of the deferent, the resulting path of a point on the epicycle is known as an epicycloid.
当本轮的中心沿着均轮的圆周移动时,本轮上一点的路径被称为外摆线。