Table 1 Angle integrated ionization probabilities \(d\!P/d\!E\) for specific energies, either calculated with length or velocity form of the dipole operator. Column 1: energy of the emitted electron, column 2: \(d\!P/d\!E\) calculated in length form, column 3: in velocity form. The elctrical pulse is specified through \(E(t) = E_0 \; \sin (\omega t)\) , \(E_0=1, \; \omega =2\) and a duration \(T = \frac{2\pi }{\omega } = \pi\).
From: J-Matrix time propagation of atomic hydrogen in attosecond fields
Energy | \(d\!P/d\!E\) Length form | \(d\!P/d\!E\) Velocity form |
|---|---|---|
1.0 E-7 | 6.812795733 E-1 | 6.814726531 E-1 |
1.0 | 4.991422878 E-2 | 4.991538581 E-2 |
2.0 | 1.120858896 E-2 | 1.121393579 E-2 |
3.0 | 2.706846038 E-3 | 2.705325366 E-3 |
4.0 | 5.470143966 E-4 | 5.458633989 E-4 |
5.0 | 9.416780915 E-5 | 9.510984557 E-5 |
6.0 | 1.650235575 E-5 | 1.606840606 E-5 |
7.0 | 3.542347196 E-6 | 3.577486619 E-6 |
8.0 | 9.787512464 E-7 | 8.938820317 E-7 |