首页> 外文期刊>Journal of theoretical and applied physics >Time-dependent one-dimensional simulation of atmospheric dielectric barrier discharge in N 2/O 2/H 2O using COMSOL Multiphysics
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Time-dependent one-dimensional simulation of atmospheric dielectric barrier discharge in N 2/O 2/H 2O using COMSOL Multiphysics

机译:使用COMSOL Multiphysics对N 2 / O 2 / H 2 O中的大气介电势垒放电进行时变一维模拟

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摘要

The results of time-dependent one-dimensional modelling of a dielectric barrier discharge (DBD) in a nitrogen–oxygen–water vapor mixture at atmospheric pressure are presented. The voltage–current characteristics curves and the production of active species are studied. The discharge is driven by a sinusoidal alternating high voltage–power supply at 30?kV with frequency of 27?kHz. The electrodes and the dielectric are assumed to be copper and quartz, respectively. The current discharge consists of an electrical breakdown that occurs in each half-period. A detailed description of the electron attachment and detachment processes, surface charge accumulation, charged species recombination, conversion of negative and positive ions, ion production and losses, excitations and dissociations of molecules are taken into account. Time-dependent one-dimensional electron density, electric field, electric potential, electron temperature, densities of reactive oxygen species (ROS) and reactive nitrogen species (RNS) such as: O, O_(?), O_(+), $$ {ext{O}}_{2}^{ - } $$ O 2 - , $$ {ext{O}}_{2}^{ + } $$ O 2 + , O~(3), $$ {ext{N}}, {ext{N}}_{2}^{ + } $$ N , N 2 + , N~(2s)and $$ {ext{N}}_{2}^{ - } $$ N 2 - are simulated versus time across the gas gap. The results of this work could be used in plasma-based pollutant degradation devices.
机译:给出了氮-氧-水蒸气混合物在大气压下随时间变化的一维建模的介质阻挡放电(DBD)的结果。研究了电压-电流特性曲线和活性物质的产生。放电由正弦交流高压电源驱动,频率为30?kV,频率为27?kHz。假定电极和电介质分别为铜和石英。电流放电包括在每个半周期中发生的电击穿。考虑了对电子附着和脱离过程,表面电荷积累,带电物质复合,负离子和正离子转化,离子产生和损失,分子的激发和解离的详细描述。随时间变化的一维电子密度,电场,电势,电子温度,活性氧(ROS)和活性氮(RNS)的密度,例如:O,O _(?),O _(+),$$ { text {O}} _ {2} ^ {-} $$ O 2-,$$ { text {O}} _ {2} ^ {+} $$ O 2 +,O〜(3), $$ { text {N}},{ text {N}} _ {2} ^ {+} $$ N,N 2 +,N〜(2s)和$$ { text {N}} _ {模拟2} ^ {-} $$ N 2-相对于整个气隙的时间。这项工作的结果可用于基于等离子体的污染物降解设备。

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