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IPP Annual Report 2007 - Max-Planck-Institut für Plasmaphysik ...

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Charged Water Clusters<br />

Many aspects of the photoelectron<br />

spectra of free molecules<br />

are well understood. On the other<br />

hand, electron spectroscopy of<br />

liquids has only become possible<br />

recently and is a field of rapidly<br />

growing interest. Photoelectron<br />

spectra of liquid water differ in a<br />

number of respects from the mole-<br />

cule: Features due to ionic state vibrations, a characteristic<br />

of molecular conformational changes, are smeared out or<br />

absent in the liquid. Ionization energies of all orbitals shift towards<br />

lower values. The value of the vertical ionization energy<br />

of the least strongly bound electrons in the liquid has been<br />

measured some years ago. In our study of free water clusters,<br />

we show how this literature value is smoothly approached<br />

when ionization of clusters of increasing size is studied.<br />

HOMO Energy Shift to Monomer (eV)<br />

1.6<br />

1.4<br />

1.2<br />

1.0<br />

0.8<br />

0.6<br />

0.4<br />

0.2<br />

0.0<br />

0.0<br />

0.2<br />

0.4 0.6<br />

N-1/3 Figure 1 gives a graphical representation of the shift in photoionization<br />

energy of water clusters. Experimentally, clusters<br />

are produced by supersonic expansion of water vapour<br />

into vacuum. Clusters with a rather broad size distribution<br />

are thus produced, the mean of which can be varied by<br />

changing the expansion conditions (pressure and nozzle<br />

temperature). An empirical scaling law, derived from mass<br />

spectrometry of cluster beams, was used for estimating this<br />

mean size. The energy plotted in figure 1 is measured from<br />

the adiabatic peak in the isolated molecule to the maximum<br />

of the first photoelectron peak in the cluster.<br />

The linear dependence of these energies vs. inverse size is in<br />

line with expectation, if their main origin is the polarization<br />

Electron Spectroscopy<br />

Head: PD Dr. Uwe Hergenhahn<br />

Photoelectron spectroscopy is a valuable tool<br />

for the study of material properties, as seen for<br />

example by its use in the investigation of fusion<br />

reactor wall materials. In fundamental studies<br />

of its application to materials in general we<br />

have measured photoelectron and autoionization<br />

spectra from free water clusters. The sizedependent<br />

vertical ionization energies are shown<br />

for the first time.<br />

Cluster<br />

Monomer<br />

Liquid Water<br />

0.8<br />

1.0<br />

Figure 1: Energy difference of the least strongly bound photoelectrons of<br />

water clusters as a function of inverse cluster size. N is the mean value of<br />

the number of molecules in the cluster. The asymptotic value for liquid<br />

water is taken from the literature.<br />

101<br />

Autoionization of Clusters<br />

screening of the positive hole in<br />

the cluster. Initial state effects,<br />

surface charging and changes<br />

of the nuclear framework in the<br />

ionization process are thus found<br />

to be of minor importance. For<br />

the latter, this is confirmed by<br />

the fact that these shifts are<br />

practically identical in heavy<br />

water (D 2 O).<br />

The influence of the chemical environment on autoionization<br />

in weakly bonded systems has been studied recently,<br />

and a new transition pathway, which is only possible<br />

because of the cluster environment, identified (Intermolecular<br />

Coulombic Decay, ICD). ICD is expected to be a<br />

universal phenomenon, but so far has only been identified in<br />

noble gas clusters. The presence of a large quantity of low<br />

kinetic energy electrons coincident with primary inner<br />

valence photoelectrons from water clusters is the first experimental<br />

evidence for ICD in a hydrogen bridge-bonded system<br />

(figure 2). The same set-up was used to record electronelectron<br />

coincidence spectra of Ne clusters. Here, ICD is<br />

well-known from our experiments using a conventional<br />

(non-coincident) spectrometer. These earlier findings were<br />

beautifully corroborated.<br />

Coinc. Events /eV<br />

Kinetic Energy (e1) (eV)<br />

10000<br />

8000<br />

6000<br />

4000<br />

2000<br />

0<br />

16<br />

14<br />

12<br />

10<br />

8<br />

6<br />

4<br />

ICD Spectrum<br />

Scientific Staff<br />

5 10 15 20<br />

Kinetic Energy (e2) (eV)<br />

250<br />

S. Barth (1-3/07), V. Ulrich (1-7/07), M. Mucke (8-12/07),<br />

M. Förstel (9-12/07), T. Lischke, A. M. Bradshaw, U. Hergenhahn.<br />

Inner Valence<br />

2<br />

Coinc. Events / (eV x eV)<br />

Photoelectron Spectrum<br />

0 2000 4000 6000<br />

Coinc. Events /eV<br />

Figure 2: Intensity map of photoelectron-secondary electron pairs for inner<br />

valence ionization of water clusters. The ionization energy was set to 45 eV.<br />

The joint emission probability for each combination of kinetic energies of the<br />

two electrons detected in coincidence is presented in the two-dimensional<br />

map. Spectra shown in the top and righthand panel pertain to summation over<br />

all secondary electron energies or all photoelectron energies, respectively.

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