simplified theory of wavefunctions for homogeneous anisotropic media 均勻各向異性媒質(zhì)的簡化波函數(shù)理論
for a square quantum wire with finite barriers, there are three kinds of wavefunctions used formerly as follows : 1 對有限深方形量子線,前人所取波函數(shù)主要有三種形式,總結(jié)如下:1
abstract : the wavefunctions and energy eigenvalues for the ring-shaped oscillator are obtained using the ideas of supersymmetric quantum mechanics and shape invaricace 文摘:采用量子力學(xué)中的超對稱性和形不變性,討論環(huán)形振子的波函數(shù)和能量本征值
the basic idea is that when a quantum system interacts with a measuring apparatus, their respective wavefunctions become entangled, so that the original quantum system ceases to exist as an independent entity 基本的思想就是當(dāng)一個量子系統(tǒng)互相與測量儀器作用時候,它們各自波函數(shù)變得糾纏,因此最初量子系統(tǒng)終結(jié)了以一獨(dú)立實(shí)體存在。
normalized radial wavefunctions of the ring-shaped oscillator have been obtained in ref . 1 . on the basis of previous works , in this paper , the general formulas and the recurrence formulas for radial matrix elements of the ring-shaped oscillator are derived 利用文獻(xiàn)1給出的環(huán)形振子的歸一化的徑向波函數(shù),推導(dǎo)出環(huán)形振子徑向矩陣元的通項(xiàng)表達(dá)式及其遞推關(guān)系.解決了環(huán)形振子徑向矩陣元的計(jì)算問題