4.6 Article

Hyperspectral estimation of the soluble solid content of intact netted melons decomposed by continuous wavelet transform

期刊

FRONTIERS IN PHYSICS
卷 10, 期 -, 页码 -

出版社

FRONTIERS MEDIA SA
DOI: 10.3389/fphy.2022.1034982

关键词

netted melon; soluble solid content; hyperspectra; continuous wavelet transform; random forest

资金

  1. National Natural Science Foundation of China
  2. Beijing Academy of Agricultural and Forestry Sciences
  3. China Agricultural Research System
  4. Collaborative Innovation Center of the Beijing Academy of Agricultural and Forestry Sciences
  5. Beijing Innovation Consortium of Agriculture Research System
  6. [32172237]
  7. [KJCX20211004]
  8. [CARS-25]
  9. [KJCX201915]
  10. [BAIC4-2022]

向作者/读者索取更多资源

In this study, a hyperspectral model was constructed using continuous wavelet transform and random forest algorithm to accurately estimate the soluble solid content of netted melons. The results showed that the decomposition of continuous wavelet transform improved the correlation coefficient and determination coefficient, further enhancing the stability and prediction ability of the model.
Netted melons are welcomed for their soft and sweet pulp and strong aroma during the best-tasting period. The best-tasting period was highly correlated with its soluble solid content (SSC). However, the SSC of the intact melon was difficult to determine due to the low relationship between the hardness, color, or appearance of fruit peel and its SSC. Consequently, a rapid, accurate, and non-destructive method to determine the SSC of netted melons was the key to determining the best-tasting period. A hyperspectral model was constructed to estimate the SSC of intact netted melons. The combination of continuous wavelet transform and partial least squares or random forest algorithm was employed to improve the estimation accuracy of the hyperspectral model. Specifically, the hyperspectra of the diffuse reflection and SSC of 261 fruit samples were collected. The sensitivity band was screened based on the correlation analysis and continuous wavelet transform decomposition. The correlation coefficient and RMSE of the random forest regression model decomposed by the continuous wavelet transform were 0.72 and 0.98%, respectively. The decomposition of the continuous wavelet transform improved the correlation coefficient by 5 and 1.178 times at 754 and 880 nm, respectively. The random forest regression model enhanced the determination coefficient by at least 56.5% than the partial least squares regression model, and the continuous wavelet transform decomposition further enhanced the determination coefficient of the random forest regression model by 4.34%. Meanwhile, the RMSE of the random forest regression model was reduced. Therefore, the decomposition of the continuous wavelet transform improved the stability and prediction ability of the random forest regression model.

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