Abstract
We report an efficient implementation of a spatial two-zone method for solving Schr\"odinger's equation numerically, using a canonical basis set decomposition, and also its application to two-electron wave functions in a study of double multiphoton ionization. We make the first calculation of the time-dependent degree of electron correlation for this poorly understood process. Our results show a particularly sensitive window of intensities coinciding exactly with the well-known ``knee'' regime in ion-count data.
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