time-dependent schrodinger equation 中文意思是什麼
time-dependent schrodinger equation
解釋
薛定諤時間方程-
In chapter 2, a schrodinger formulation for paraxial light beam propagation of the real and comprehensive refractive indexes is represented. the equation for the atom laser beam wave - function is also given by a schrodinger equation, which is similar to the equation of the time - dependent system. therefore, it is possible to investigate the propagation of an atom laser beam
第二章:本章介紹了傍軸光束在實數折射率介質和復數折射率介質中傳輸的schrdinger形式理論,同時指出由於原子激光的傳輸滿足schrdinger方程,與含時量子系統的傳輸方程類似,故利用含時量子系統的schrdinger形式理論來研究原子激光的傳輸是可行的。 -
The wavefunction satisfies the time - dependent schrodinger equation at all times
波函數在任何時間皆滿足含時薜汀格方程 -
We solve time - dependent schrodinger equation of one - dimensional atom in intense laser field with pseudospectral method by introducing nonlinear space transformation
本文通過引入非線性空間變換,用偽譜方法數值求解了一維原子在強激光場中的含時schr ( -
Then we also investigate the high harmonic generation and ionization of the long - range and short - range potential atoms by using numerical solution of the time - dependent schrodinger equation for a one - dimensional atom in intense laser fields
) dinger方程,研究了具有相同基態能量的一維長程勢原子和短程勢原子產生高次諧波和電離幾率的特點。 -
Finally, by using split - operator method to solve time - dependent schrodinger equation of two - dimensional atom in intense laser field, we calculate high order harmonic generation and ionization probability of two - dimensional atom in intense laser field and compare our results with those of one - dimensional atom with same binding energy. it i & found that the cutoff position of high order harmonic generation obtained by using these two models are same, but there are great differences in ionization probability
) dinger方程,研究了兩維模型原子在強激光場中的高次諧波和電離幾率,並與具有相同基態能量的一維模型原子所得的結果進行了比較,結果表明,用這兩種模型所得的高次諧波的截止位置相同,但電離幾率有很大的差異。 -
2. the exact n - soliton solutions of the nonlinear schrodinger equation with time - dependent linear potential are presented by employing the darboux transformation method. as the special cases, bright soliton - solutions are obtained in bose - einstein condensates, and their properties and interaction between solitons are discussed as well
利用darboux變換,對含時線性勢的非線性薛定諤方程進行求解,並研究在耦合外場作用下,準一維玻色-愛因斯坦凝聚體中亮孤子的動力學行為。
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