Abstract:Photoelectrons are emitted from the quartz surface of an ultraviolet lamp under atmospheric air conditions, and the lamp behaves like an electron emitter. The lamp used in the present experiment is 4 W and has light emission peaks at 185 nm and 254 nm. With this lamp, the emission current of the order of 10-9 A is produced in atmospheric air. This photoemission phenomenon is of great importance to charge elimination of charged matter.
“…The maximum of the electron density on the periphery of the cross-section of the capillary tube can be explained by the interaction of UV radiation emitted by excited nitrogen species with the quartz wall of the capillary tube [35,41]. The quartz wall absorbs UV photons and emits electrons to the gas volume near the wall [42], which facilitates the discharge propagation and further electron production in this region. The tubular structure of the discharge in the tube can also be caused by an increase in the electric field near the wall due to the jump in dielectric permittivity [35,41].…”
Section: Measurements Of Radial Distributions Of Speciesmentioning
Fast gas heating is studied experimentally and numerically using pulsed nanosecond capillary discharge in pure nitrogen and N 2 :O 2 mixtures under the conditions of high specific deposited energy (up to 1 eV/molecule) and high reduced electric fields (100-300 Td). Deposited energy, electric field and gas temperature are measured as functions of time. The radial distribution of active species is analyzed experimentally. The roles of processes involving = ( )u and N( 2 D) excited nitrogen species leading to heat release are analyzed using numerical modeling in the framework of 1D axial approximation.
“…The maximum of the electron density on the periphery of the cross-section of the capillary tube can be explained by the interaction of UV radiation emitted by excited nitrogen species with the quartz wall of the capillary tube [35,41]. The quartz wall absorbs UV photons and emits electrons to the gas volume near the wall [42], which facilitates the discharge propagation and further electron production in this region. The tubular structure of the discharge in the tube can also be caused by an increase in the electric field near the wall due to the jump in dielectric permittivity [35,41].…”
Section: Measurements Of Radial Distributions Of Speciesmentioning
Fast gas heating is studied experimentally and numerically using pulsed nanosecond capillary discharge in pure nitrogen and N 2 :O 2 mixtures under the conditions of high specific deposited energy (up to 1 eV/molecule) and high reduced electric fields (100-300 Td). Deposited energy, electric field and gas temperature are measured as functions of time. The radial distribution of active species is analyzed experimentally. The roles of processes involving = ( )u and N( 2 D) excited nitrogen species leading to heat release are analyzed using numerical modeling in the framework of 1D axial approximation.
“…) where, α is Townsend's first coefficient of ionization, η the electron attachment coefficient, γ ph Townsend's second coefficient due to the action of photons, µ the photon absorption coefficient, Z i the distance travelled by the avalanche along the gap axis (figure 2) and g is a geometric factor to account for the fact that some photons are not received by the cathode [26]. It is worth mentioning that all the investigated air gaps are relatively long and the photons that may reach the dielectric surface are highly attenuated to the emission of electrons from a dielectric surface [27]. Thus, equation ( 10) is valid both in the presence and absence of the dielectric coating on the ground plate.…”
Section: Threshold Of Microdischarges In the Air Gapmentioning
This paper deals with the novel idea of controlling the electric stress in a hybrid air–solid dielectric insulation. In a parallel-plate electrode system, the electric stress can be reduced if the electrodes are covered with thick non-conducting dielectric coatings. Free charges are generated by microdischarges developing between the electrodes and are deposited at the dielectric surfaces. As a consequence, a counteracting electric field component results, which causes a reduction of the electric field in the air gap and an enhancement of the field in the dielectric coatings; i.e. the electric stress is forced into the dielectric coatings by the charges. A computation of the threshold voltage of the microdischarges is presented. The charge simulation technique is used for field calculation, irrespective of the thickness of the dielectric layer and the values of the charges deposited on the dielectric surfaces. The calculated threshold voltages are compared with those estimated before analytically and those measured for different gap lengths.
“…The minimum threshold voltage corresponds to the case of an uncharged dielectric where the field in the gas gap is a maximum. Both the calculated threshold V th and suppression V sup voltages increase with the increase of the gas-gap length, It is worth mentioning that all the investigated gas gaps are relatively long and the photons that may reach the dielectric surface are highly attenuated to the emission of electrons from a dielectric surface [17]. Thus, equation ( 12) is valid in the presence or absence of the dielectric layer on the ground plate.…”
Section: Threshold and Suppression Voltagesmentioning
confidence: 98%
“…It is satisfying that the present calculated minimum threshold voltages, on the one hand, match roughly the approximate critical-voltage values based on Paschen's law. On the other hand, the calculated values of the suppression voltage V sup agree reasonably with the measured withstand voltages of the investigated gap lengths.It is worth mentioning that all the investigated gas gaps are relatively long and the photons that may reach the dielectric surface are highly attenuated to the emission of electrons from a dielectric surface[17]. Thus, equation (12) is valid in the presence or absence of the dielectric layer on the ground plate.…”
This paper is aimed at calculating the electric field in a
parallel-plate electrode system with one of the plates covered with a
dielectric layer. With deposition of charge on the dielectric surface, the
field in the gas gap is reduced with a subsequent shrinking of the
discharge activity in the gap. The charge deposition on the dielectric
surface proceeds to the maximum possible value when the normal component of
the surface field vanishes. Not only the normal field component but also
the field in all the gap vanishes at the maximum possible charge on the
dielectric surface with a subsequent suppression of the gap
micro-discharges. An accurate method of charge simulation was used for
field calculation irrespective of the thickness of the dielectric layer and
the value of the charge deposited on the dielectric surface. The threshold
and suppression voltages of the gap micro-discharges are calculated based
on a criterion for self-sustained discharge-activity in the gap. The
calculated voltages are compared with those estimated before and those
measured for different gap lengths.
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