2014
DOI: 10.1088/1742-6596/550/1/012039
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Experimental investigation of Lissajous figure shapes in planar and surface dielectric barrier discharges

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Cited by 32 publications
(28 citation statements)
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“…Whatever the values of β (and therefore of time), the upper and lower sides remain always parallel (A1D1 // B1C1 // A2D2 // B2C2 // A3D3 // B3C3) with therefore ξOFF5 pF. If the parallelism of the lateral sides BxAx and CxDx is identical for each individual value of β, this is no more the case if these sides belong to different values of β (for example A1B1 is no more parallel to A3B3 the charges which are deposited one after the other after crossing the gap has also been observed by Biganzoli et al [45]. In our experimental conditions, the voltage is not constant during the very short lifetime of the micro-discharge: it decreases from the breakdown potential to a lower value, thus explaining why V is negative and therefore why the segment presents a negative slope.…”
Section: T1 = 1s T2 = 2s T3 = 3smentioning
confidence: 67%
“…Whatever the values of β (and therefore of time), the upper and lower sides remain always parallel (A1D1 // B1C1 // A2D2 // B2C2 // A3D3 // B3C3) with therefore ξOFF5 pF. If the parallelism of the lateral sides BxAx and CxDx is identical for each individual value of β, this is no more the case if these sides belong to different values of β (for example A1B1 is no more parallel to A3B3 the charges which are deposited one after the other after crossing the gap has also been observed by Biganzoli et al [45]. In our experimental conditions, the voltage is not constant during the very short lifetime of the micro-discharge: it decreases from the breakdown potential to a lower value, thus explaining why V is negative and therefore why the segment presents a negative slope.…”
Section: T1 = 1s T2 = 2s T3 = 3smentioning
confidence: 67%
“…An example of noise experienced in Q-V diagrams is shown in Figure 10, as well as Refs. [47,48]. The unfiltered plot in Figure 10 shows background noise during the capacitive phase, but larger spikes during the discharging phase of the DBD cycle.…”
Section: Noisy Q-v Diagramsmentioning
confidence: 98%
“…In the objective of being reproducible and of calculating the energetic efficiency of our method, the power transferred must be assessed. It was so by the Lissajous method [94][95][96] : a 3.2nF capacitor was placed in series with the reactor, and the voltage drops V r , across the reactor, and V c , across the capacity, were measured with suited voltage probes and displayed as a XY plot. The capacitor gave access to the accumulated charge transferred through the reactor (capacitive current + discharge current).…”
Section: Reactor Assemblymentioning
confidence: 99%