Paradoxical Variation of the Solar Day Related to Kepler/Newton System

Luiz Sampaio Athayde Junior
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引用次数: 1

Abstract

According to the first law of Kepler, the planets orbit the sun in elliptical path. This ellipse causes a slowdown in the world when it goes from the nearest point of the sun to the farthest point and also causes acceleration when the opposite occurs. This variation of the velocity of the planet combined with the inclination of its imaginary axis creates the analemma chart, which can be found with the overlap of the positions of the sun in a particular location always in the same timeset on a watch. The analema, in turn, describes variations in the durations of the solar day. In some dates, these variations in solar days occur in accordance with the change in velocity of the planet, but at other times, they get along perfectly Conversely, showing in some parts of the solar days year that will gradually reducing their periods as the planet decelerates and also increases periods as the planet accelerates.
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与开普勒/牛顿系统有关的太阳日的矛盾变化
根据开普勒第一定律,行星沿椭圆轨道绕太阳运行。当它从太阳最近的点到最远的点时,这个椭圆会导致世界减速,当相反的情况发生时,也会导致加速。这种行星速度的变化与假想轴的倾角相结合,形成了8字曲线图,在手表上,太阳的位置总是在同一时间点上重叠在一个特定的位置上。而八字线则描述了太阳日持续时间的变化。在某些日期,这些太阳日的变化与行星速度的变化是一致的,但在其他时候,它们完全相反,在太阳日年的某些部分,随着行星减速,它们的周期会逐渐减少,随着行星加速,周期也会增加。
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