坐标法解“弹簧双振子模型”  

A Solution of "Spring Bi-oscillators Model" by Using Coordinate Method

作　　者：陈卫国[1] 余雷[1] 汤捷 龙家础 

机构地区：[1]贵州师范大学理学院,贵州贵阳550001 [2]株洲县第六中学,湖南株洲412100 [3]贵阳市第六中学,贵州贵阳550001

出　　处：《上饶师范学院学报》2008年第6期33-38,共6页Journal of Shangrao Normal University

基　　金：贵州师范大学学生科研研究基金重点资助项目(2008.01)

摘　　要：根据理想"弹簧双振子模型"的物理特点,运用矢量与坐标相结合的方法,对"弹簧双振子模型"进行了物理与数学上的推导,得到了确定双振子任意时刻位置的简洁普遍公式。运用公式对"弹簧双振子模型"的各种情况进行处理,结果正确,这表明"弹簧双振子模型"的运动情况可以由所得公式表示。According to the physics character of ＂spring bi- oscillators model＂, vector and coordinate are adopted to deal with the type of problems of ＂spring bi - oscillators model＂ in physics and maths＇. A neat, common formula of ＂spring bi - oscillators model＂ has been derived by using the way of vector and coordinate. The consequence of the formttla is in good agrecment with the data from experiment. So the movement of ＂spring bi - oscillators model＂ can be expressed by the neat , common formula.

关 键 词：弹簧双振子 物理模型 坐标 矢量 

分 类 号：O178[理学—数学]