纳秒重复脉冲放电对燃烧动力学的动态响应:火焰振荡驱动的制度转换

C. Pavan, Santosh J. Shanbhogue, D. Weibel, Felipe Gomez del Campo, Ahmed Ghoniem, C. Guerra-Garcia
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摘要

当使用纳秒重复脉冲放电来驱动动态燃烧不稳定性时,放电所产生的环境是不稳定的,并且在燃烧过程的时间尺度上不断变化。因此,单个放电脉冲是在背景气体中触发的,而背景气体是以燃烧动态的时间尺度变化的,在不稳定周期中可以观察到脉冲与脉冲之间的变化。之前的工作研究了针对环配置中的纳秒脉冲放电,用于控制贫油运行的漩涡稳定燃烧器中的不稳定性,并观察到了可变的放电行为。这项工作的重点是描述在燃烧不稳定性循环过程中脉冲到脉冲放电形态、能量沉积和驱动力是如何演变的。这对于设计有效的等离子体辅助燃烧控制方案具有重要意义。观察到的放电有两种截然不同的模式:流冕和纳秒火花,每种模式的发生都与燃烧器的不稳定阶段直接相关。脉冲重复频率的变化会影响每种模式下的脉冲总数,而电压的变化则会影响纳秒火花模式的出现。我们用相关燃烧和等离子体时间尺度的比率来描述这些转变,并讨论了这种耦合相互作用对设计有效控制方案的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Dynamic Response of Nanosecond Repetitively Pulsed Discharges to Combustion Dynamics: Regime Transitions Driven by Flame Oscillations
When using nanosecond repetitively pulsed discharges to actuate on dynamic combustion instabilities, the environment the discharge is created in is unsteady and changing on the timescale of the combustion processes. As a result, individual discharge pulses are triggered in a background gas that evolves at the timescale of combustion dynamics, and pulse-to-pulse variations may be observed during the instability cycle. Prior work has studied nanosecond pulsed discharges in pin-to-ring configurations used to control instabilities in lean-operating swirl-stabilized combustors, and observed variable discharge behaviour. The focus of this work is on characterizing how the pulse-to-pulse discharge morphology, energy deposition, and actuation authority, evolve during the combustion instability cycle. This has important implications for designing effective plasma-assisted combustion control schemes. The discharge is observed in two distinct modes, a streamer corona and a nanosecond spark, with the occurrence of each regime directly linked to the phase of the combustor instability. Variation of pulse repetition frequency affects the total fraction of pulses in each mode, while variation of voltage affects the onset of the nanosecond spark mode. The transitions are described in terms of ratios of the relevant combustion and plasma timescales and the implications of this coupled interaction on the design of an effective control scheme is discussed.
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