I will describe recent work solving the time-dependent Schroedinger equation in short, intense laser pules.  The work has been carried out using the Finite-Element-Discrete Variable Method  for spatial discretization and the Short Iterative Lanczos method to propagate in time.  The method parallelizes extremenly well, scaling linearly with the number of cores.  Recently the code has been ported to the new Xeon Phi co-processors and the results of that process will be described.  Finally, we will present applications to some two-electron atomic and molecular systems.

Using attosecond pulses to control the electron dynamics in atoms and molecules

251st National Meeting (2016)

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