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Accurate temperature measurements in flames with high spatial resolution using Stokes Raman scattering from nitrogen in a multiple-pass cell

机译:使用多路流通池中氮气的斯托克斯拉曼散射,以高空间分辨率对火焰进行精确的温度测量

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摘要

A multiple-pass cell is aligned to focus light at two regions at the center of the cell. The two "points" are separated by 2.0 mm. Each probe region is 200 μm × 300 μm. The cell is used to amplify spontaneous Raman scattering from a CH_4-air laminar flame. The signal gain is 20, and the improvement in signal-to-noise ratio varies according to the number of laser pulses used for signal acquisition. The temperature is inferred by curve fitting high-resolution spectra of the Stokes signal from N_2. The model accounts for details, such as the angular dependence of Raman scattering, the presence of a rare isotope of N_2 in air, anharmonic oscillator terms in the vibrational polarizability matrix elements, and the dependence of Herman-Wallis factors on the vibrational level. The apparatus function is modeled using a new line shape function that is the convolution of a trapezoid function and a Lorentzian. The uncertainty in the value of temperature arising from noise, the uncertainty in the model input parameters, and various approximations in the theory have been characterized. We estimate that the uncertainty in our measurement of flame temperature in the least noisy data is ±9 K.
机译:对准多通单元以将光聚焦在单元中心的两个区域。两个“点”之间相距2.0毫米。每个探针区域为200μm×300μm。该池用于放大来自CH_4空气层流火焰的自发拉曼散射。信号增益为20,信噪比的提高会根据用于信号采集的激光脉冲数量而变化。通过曲线拟合来自N_2的斯托克斯信号的高分辨率光谱来推断温度。该模型说明了一些细节,例如拉曼散射的角度依赖性,空气中存在N_2稀有同位素,振动极化率矩阵元素中的非谐振荡器项以及Herman-Wallis因子对振动水平的依赖性。使用新的线形函数对设备函数建模,该新的线形函数是梯形函数和洛伦兹函数的卷积。由噪声引起的温度值的不确定性,模型输入参数的不确定性以及理论中的各种近似都已被表征。我们估计,在噪声最小的数据中测量火焰温度的不确定性为±9K。

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