Spectrum baseline correction method, system and detection method in near infrared spectrum analysis of tea leaves
A near-infrared spectrum and baseline correction technology, which is applied in the field of spectral baseline correction in tea near-infrared spectrum analysis, can solve problems such as inaccurate correction results, unaccounted for error change trends, underfitting of weight updates, etc., to reduce optimization process, avoiding untimely weight updates, and the effect of accurate baseline correction analysis
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Embodiment 1
[0070] Such as figure 1 As shown, this embodiment provides a method for correcting the baseline of the spectrum in the near-infrared spectrum analysis of tea, specifically:
[0071] Step 1: Data acquisition and parameter initialization; the collected spectral data of green tea is ( figure 2 ), the sugar content data is The initialization parameters are set as: smoothing coefficient λ=10 4 , iteration times T=30, balance coefficient α=60, weight coefficient W 0 =[1,1,...,1] and relative fitting error coefficient δ=10 -3 , fit the baseline difference matrix:
[0072]
[0073] Step 2: Calculate the fitting baseline; establish a penalty least squares optimization function based on the analysis data and initialization parameters:
[0074] J=(y-z) T W(y-z)+λz T D. T Dz (12)
[0075] Further calculate the partial derivative of formula (12), and obtain the calculation formula of the fitted baseline based on the weight coefficient:
[0076] z=(W+λD T D) -1 Wy (13)
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Embodiment 2
[0097] Corresponding to Example 1, this example provides a spectral baseline correction system in the process of tea near-infrared spectral analysis, including:
[0098] Tea sample collection module: collect tea samples, obtain tea near-infrared spectral data, and form original data; data acquisition and parameter initialization module: collect green tea spectral data as ( figure 2 ), the sugar content data is The initialization parameters are set as: smoothing coefficient λ=10 4 , iteration times T=30, balance coefficient α=60, weight coefficient W 0 =[1,1,...,1], and the relative fitting error coefficient δ=10 -3 , fitting the baseline difference matrix
[0099]
[0100] Calculation and fitting baseline module: according to the penalty least squares method, the fitting baseline is calculated based on the weight coefficient;
[0101] Correction error module: Calculate the difference between the original data and the fitted baseline;
[0102] Interval confirmation ...
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