光学学报, 2019, 39 (8): 0830001, 网络出版: 2019-08-07
基于波数漂移修正算法的免标定固定点波长调制技术 下载: 980次
Research on Calibration-Free Fixed-Point Wavelength Modulation Spectroscopy Based on Wavenumber Drift-Correction Algorithm
图 & 表
图 2. 谱线仿真结果。(a) CO2在4958.9674 cm-1附近的吸收谱线; (b) CO2吸收线型的HITRAN数据库仿真结果(仿真条件:x=5.02%, p=101.325 kPa, l=20 cm, T=296 K)及Lorenz线型函数拟合;(c)拟合残差
Fig. 2. Spectral simulation results. (a) CO2 spectroscopic absorption line near 4958.9674 cm-1; (b) CO2 absorption profile simulated using HITRAN database (conditions: x=5.02%, p=101.325 kPa, l=20 cm, T=296 K) with Lorenz-function fitting; (c) fitting residuals (difference between corresponding data points)
图 3. 各组分气体在2016.55 nm波长附近的光谱吸收率仿真结果(l=20 cm)
Fig. 3. Simulation of spectral absorbance of gas species near wavelength of 2016.55 nm (l=20 cm)
图 4. 固定点波长调制CO2测量系统
Fig. 4. Experimental setup of fixed-point wavelength modulation spectroscopy system for measuring CO2 concentration
图 5. 标准具信号与拟合结果。(a)原始信号;(b)激光器频率响应离散点与拟合曲线;(c)拟合残差
Fig. 5. Etalon signal andfitting results. (a) Raw signal; (b) discrete points and fitting curve of laser frequency response; (c) fitting residuals
图 6. 调制系数随时间的变化。(a)调制深度;(b)调制相位
Fig. 6. Variation of modulation coefficient with time. (a) Modulation depth; (b) modulation phase
图 7. 实验信号与光谱吸收率。(a)原始光强信号;(b)去噪前后的光谱吸收率
Fig. 7. Experimental signals and spectral absorbance. (a) Original laser intensity signals; (b) spectral absorbance before and after denoising
图 8. 测量结果随时间的变化。(a)出光中心波数;(b)二次谐波幅值
Fig. 8. Variation of measurement result with time. (a) Wavenumber of output laser center; (b) amplitude of second harmonic
表 1所选CO2吸收谱线参数(HIRTAN2016)
Table1. Parameters of selected CO2 spectroscopic absorption lines (HITRAN2016)
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表 2矿井中各气体组分及其浓度
Table2. Species and concentrations of gas in mine
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祝仰坤, 周宾, 王一红, 连久翔, 王汗青, 陈慈伟. 基于波数漂移修正算法的免标定固定点波长调制技术[J]. 光学学报, 2019, 39(8): 0830001. Yangkun Zhu, Bin Zhou, Yihong Wang, Jiuxiang Lian, Hanqing Wang, Ciwei Chen. Research on Calibration-Free Fixed-Point Wavelength Modulation Spectroscopy Based on Wavenumber Drift-Correction Algorithm[J]. Acta Optica Sinica, 2019, 39(8): 0830001.