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Path-integral approach of ionization by ultrashort laser pulses

机译:超短激光脉冲电离的路径积分方法

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In the present paper, we model in a fully quantum-mechanical way the dynamics of an atom with one active electron interacting with a coherent linearly polarized ultrashort photonic pulse. We use path-integral methods. We derive the system's propagator in its discrete form and develop a Monte Carlo method to study its dynamics. To avoid any additional complication, we apply our method to the ionization of atomic hydrogen from its ground state supposing that the photon energy is greater than the ionization threshold and give the ionization probability. In fact, the present method can be applied to the ionization of any atom or molecule.
机译:在本文中,我们以完全量子力学的方式对具有一个活性电子与相干线性极化超短光子脉冲相互作用的原子的动力学进行建模。我们使用路径积分方法。我们以离散形式导出系统的传播器,并开发了一种蒙特卡洛方法来研究其动力学。为避免任何其他复杂情况,我们假设光子能量大于电离阈值并给出电离概率,因此将我们的方法从原子态的氢原子电离中应用。实际上,本方法可以应用于任何原子或分子的电离。

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