期刊
JOURNAL OF PHYSICS D-APPLIED PHYSICS
卷 56, 期 43, 页码 -出版社
IOP Publishing Ltd
DOI: 10.1088/1361-6463/ace97e
关键词
partial discharge inception; gas discharge physics; electrical breakdown; streamer discharge; Townsend discharge; twisted pair; dielectric barrier discharge
This paper presents a theoretical and conceptual framework for determining the static breakdown inception thresholds in quasi-uniform gas gaps bounded by dielectric layers. It includes the special case of uncoated metallic electrodes and provides a review of breakdown mechanisms and the applicability of associated criteria. The results show a parametrization of the partial discharge inception voltage for wedge-shaped air gaps and propose a physically motivated parametrization of the ionization threshold. These findings are supported by literature data and own measurements.
This paper provides a theoretical and conceptual framework for the determination of static breakdown inception thresholds in quasi-uniform gas gaps bounded by dielectric layers of thickness s and relative permittivity epsilon(r)'. The special case of uncoated metallic electrodes is included in the limit s/epsilon(r)' -> 0. Moreover, a review of breakdown mechanisms and the underlying physical processes in quasi-uniform gas gaps is provided, and the applicability of the associated breakdown criteria is discussed. The results include a parametrization of the partial discharge inception voltage of wedge-shaped air gaps at atmospheric pressure as a function of the reduced coating thickness s/epsilon(r)'. The predicted results for this prototypical insulation geometry agree well with a broad array of literature data and own measurements. Finally, a physically motivated parametrization of the ionization threshold K(d) is suggested for atmospheric pressure air in terms of secondary electron feedback by energetic photons and ion-enhanced field emission. This contrasts with the ad hoc introduction of modified 'streamer constants' often found in literature to explain breakdown voltages that deviate from the predictions of the classical Raether-Meek-Loeb criterion.
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