摘要
根据德布罗意波假设,采用无限深势阱模型,利用驻波条件,求出无限深势阱中微观粒子的动量分布。根据不确定度的定义,计算无限深势阱中微观粒子的位置和动量的不确定度,导出无限深势阱模型的不确定关系。对不确定关系正确理解进行了讨论。
According to de Broglie wave hypothesis, based on one dimensional infinite wall and by using standing wave condition, distribution of momentum of a particle in one dimensional infinite wall is deduced. With reference to the definition of uncertainty, position uncertainty and momentum uncertainty are calculated and uncertainty relation of one dimensional infinite wall is deduced. Correct understanding uncertainty relation is discussed.
出处
《盐城工学院学报(自然科学版)》
CAS
2006年第1期71-72,共2页
Journal of Yancheng Institute of Technology:Natural Science Edition
关键词
德布罗意波
无限深势阱
驻波
不确定度
不确定关系
de broglie wave
one dimensional infinite wall
standing wave
uncertainty
uncertainty relation