摘要
国外文献指出,从牛顿力学导出开普勒行星运动第一与第三定律是颇为“复杂”的,它要用高等数学微积分的复杂运算.本文用初等数学简单地导出了开普勒三定律,特别是第一定律,这在国内外文献中尚未见到.
As pointed out by some references or texbooks,the derivation of Kepler's first and third laws from Newtonian mechanics is relatively complex and difficult.It needs differential and integral calculus in higher mathematics.In terms of elementary mathematics, the paper gives a simple and clever devivation of Kepler's three laws,especiallyde first law. This is not seen in the literaturess available.
出处
《昆明理工大学学报(自然科学版)》
CAS
1996年第S1期30-33,共4页
Journal of Kunming University of Science and Technology(Natural Science)
关键词
行星运动
开普勒定律
牛顿力学
初等数学
切线坐标
planetary motion
kepler's laws
newtonian mechanics
elementary mathematics
tangential coordinates