1981
DOI: 10.1063/1.329074
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Effect of preionization uniformity on a KrF laser

Abstract: Our investigation has revealed that the preionization electron density and the spatial distribution of the preionization electrons could play an important role for the scaling of discharge pumped lasers. The KrF laser energy, pulse width, and laser output burn pattern were strongly dependent on the preionization electron density. The spatial uniformity of the preionization in parallel to the electric field affected the discharge uniformity. A more efficient power deposition was obtained in the stronger preioni… Show more

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Cited by 29 publications
(2 citation statements)
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“…Otherwise, arcs are formed during the formation phase of the discharge, and the gas is not effectively pumped. However, the avoidance of streamers alone is not sufficient for optimum pumping conditions, since the avalanche formation time decreases with higher initial electron density which results in a longer optical pulse [12][13][14]. Additionally, when the number density of preionization electrons is too small, the optimum electron density in a fully established discharge (~1015cm -3) may not be reached at all.…”
Section: X-ray Preionizationmentioning
confidence: 99%
See 1 more Smart Citation
“…Otherwise, arcs are formed during the formation phase of the discharge, and the gas is not effectively pumped. However, the avoidance of streamers alone is not sufficient for optimum pumping conditions, since the avalanche formation time decreases with higher initial electron density which results in a longer optical pulse [12][13][14]. Additionally, when the number density of preionization electrons is too small, the optimum electron density in a fully established discharge (~1015cm -3) may not be reached at all.…”
Section: X-ray Preionizationmentioning
confidence: 99%
“…In the literature a logarithmic growth of the laser pulse energy, EL, with the preionization electron density ne has often been observed, which has (at least partially) been attributed to an increase of optical pulse length [12][13][14]. This dependence can be expressed as EL = c In (no/n~,mi.…”
Section: X-ray Preionizationmentioning
confidence: 99%