The wavefunction satisfies the time - dependent schrodinger equation at all times 波函數(shù)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(shù)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(tài)能量的一維長程勢原子和短程勢原子產(chǎn)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,并與具有相同基態(tài)能量的一維模型原子所得的結(jié)果進行了比較,結(jié)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。