Pin hole discharge creation in Na 2 SO 4 water solution L. Hlavatá 1, R. Serbanescu 2, L. Hlochová 1, Z. Kozáková 1, F. Krčma 1 1 Brno University of Technology,

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Pin hole discharge creation in Na 2 SO 4 water solution L. Hlavatá 1, R. Serbanescu 2, L. Hlochová 1, Z. Kozáková 1, F. Krčma 1 1 Brno University of Technology, Faculty of Chemistry, Purkyňova 118, Brno, Czech Republic 2 Faculty of Physics, Ovidius University of Constanca, 124, Mamaia Boulevard, Constanta, Romania ABSTRACT This work deals with the diaphragm discharge generated in water solutions containing Na 2 SO 4 as a supporting electrolyte. The solution conductivity was varied in the range of 270–750 µS·cm -1. The batch plasma reactor was divided into two electrode spaces by the Shapal-MTM ceramics dielectric barrier with a pin-hole (diameter of 0.6 mm). Three variable barrier thicknesses (0.3; 0.7 and 1.5 mm) and non-pulsed DC voltage up to 2 kV were used for the discharge creation. Each of the current-voltage characteristic can be divided into three parts: electrolysis, bubble formation and discharge operation. The experimental results showed that the discharge ignition moment in the pin-hole was significantly dependent on the dielectric diaphragm thickness. Breakdown voltage increases with the increase of the dielectric barrier thickness. Fig 1: Electrical scheme of the experiment: 1 – discharge reactor, 2 – dielectric barrier with pin-hole, 3 – anode, 4 – cathode, 5 – oscilloscope Tektronix TDS 1012B, P – safety-fuse (0.5 A), C – microwave capacitor (0.85 µF), R – resistances: R3 (100 MΩ), Ri4 (3.114 kΩ), R5 (5.13 Ω), Ri6 (105.5 Ω), R7 (0.13 Ω). EXPERIMENTAL The batch reactor was divided into two electrode spaces by the dielectric barrier, and non-pulsed DC voltage up to 2 kV was used for the discharge creation. The discharge appeared in a pin-hole in the dielectric diaphragm. Planar electrodes made of stainless steel were installed on each side of the barrier. Water solution containing Na 2 SO 4 electrolyte to provide initial conductivity in the range of 270  750 µS×cm -1 was used as a liquid medium. Total volume of the used solution was 100 milliliters (50 milliliters in each electrode space). Oscilloscope Tektronix TDS 1012B operating up to 100MHz with Tektronix P6015A high voltage probe was used to obtain time resolved characteristics of discharge voltage and current with focus on the breakdown moment. Mean values of breakdown parameters (voltage, current, power, and resistance) were calculated and subsequently, static current-voltage characteristics were constructed for each experiment. Fig.  2:Typical current-voltage characteristic of DC diaphragm discharge in Na 2 SO 4 solution with initial conductivity of 550µS·cm-1 and 0.3 mm barrier thickness. Fig.  3: Comparison of current-voltage characteristics of the pin hole discharge in Na 2 SO 4 solutions (conductivity of 270 µS·cm -1 ) for three different barrier thicknesses. Fig.  4: Time resoled characteristics of voltage and current for mean voltage of 1000 V in Na 2 SO 4 solutions (initial conductivity of 270 µS·cm-1) using the dielectric barrier with thickness of 0.3 mm. CONCLUSIONS Breakdown moment as well as processes of electrolysis, and bubble formation were identified from obtained mean value current voltage characteristics; the time resolved characteristics clarified the proposed mechanisms of the pin hole discharge creation in Na 2 SO 4 solutions. Current- voltage evaluation was remarkably influenced by the dielectric barrier configuration. Breakdown voltage increased with the increase of the dielectric barrier thickness. Current-voltage curves were shifted to the lower currents and higher voltages with the increase of the barrier thickness. This effect was caused by the increase of resistance with the increasing barrier thickness. Solution conductivity had only a minor effect on the discharge characteristics. Thus we can conclude that the pin hole geometry is the main parameter influencing the bubbles formation as well as the pin hole discharge breakdown. RESULTS Typical current-voltage curve could be divided into following three parts. Initially at low applied voltages, increasing the applied DC voltage, measured current increased more or less directly proportionally. The time resolved current record shows smooth line and thus we can conclude that only electrolysis took place in the system. Going above the voltage of some hundreds volts, the first significant breakpoint appeared in the curve – current markedly jumped up. According to the time resolved characteristics, the smooth current time record changed and some current pulses can be recognized. We have assumed that these current pulses were related to the substantial creation of micro bubbles formed by the evaporating solution inside the pin hole. Current was rapidly arising with only a small voltage enhancement. This second breakpoint was assumed to be the discharge breakdown moment which was also confirmed by light emission recorded by the optical emission spectroscopy. The increase of the barrier thickness had a substantial effect on all three parts of the current-voltage curve. Curves obtained with the barrier thickness bigger than 0.3 mm were located at the lower current values. The reason could be explained by the increase of resistance with the increasing barrier thickness. Fig.  5: Time resoled characteristics of voltage and current for mean voltage of 1000 V in Na 2 SO 4 solutions (initial conductivity of 270 µS·cm-1) using the dielectric barrier with thickness of 0.7 mm. Fig.  6: Time resoled characteristics of voltage and current for mean voltage of 1000 V in Na 2 SO 4 solutions (initial conductivity of 270 µS·cm-1) using the dielectric barrier with thickness of 1,5 mm. Figures demonstrates the time evaluation of voltage and current at the mean voltage of 1000 V for three different barrier thicknesses. These figures clearly demonstrate the difference between the diaphragm (thickness of 0.3 mm, ratio l/d~0.5) and capillary discharge (thickness of 1.5 mm, l/d=2.5). Resistance inside the pin-hole increased and current reached lower values with the increasing barrier thickness. Acknowledgement This work was supported by the Czech Ministry of Culture, project No. DF11P01OVV004. Rodica Serbanescu also thanks to the CEEPUS network No. CIII-AT