浙江农业学报 ›› 2022, Vol. 34 ›› Issue (4): 781-789.DOI: 10.3969/j.issn.1004-1524.2022.04.14
李永梅1,2(
), 王浩1,3,*(
), 赵勇3, 张立根4
收稿日期:2021-06-28
出版日期:2022-04-25
发布日期:2022-04-28
作者简介:*王浩,E-mail: wanghao@iwhr.com通讯作者:
王浩
基金资助:
LI Yongmei1,2(
), WANG Hao1,3,*(
), ZHAO Yong3, ZHANG Ligen4
Received:2021-06-28
Online:2022-04-25
Published:2022-04-28
Contact:
WANG Hao
摘要:
为探讨连续统去除法估算枸杞叶片含水率的潜力,以宁夏枸杞主栽品种宁杞7号为研究对象,采用自然失水法和烘干法测定枸杞叶片含水率,采用连续统去除法对原始光谱反射率进行处理,分析连续统去除光谱对含水率的响应特征,分析连续统去除光谱、吸收特征参数与叶片含水率的相关性,并建立枸杞叶片含水率估算模型。研究表明:连续统去除光谱能放大吸收谷波段对含水率的响应特征,1 100~2 200 nm波段光谱反射率对枸杞叶片水分变化的响应能力最强;连续统去除光谱在1 500~1 850 nm波段与叶片含水率之间的相关性得到增强;基于连续统去除光谱敏感波长和1 270~1 700 nm波段的吸收峰右面积建立的一元回归模型优于原始光谱敏感波长;基于900~1 100 nm波段的吸收峰右面积、1 270~1 700 nm波段的吸收峰右面积和1 100~1 270 nm波段的吸收峰总面积建立的多元回归模型估算效果最好,其模型R2=0.787 0,检验R2=0.800 3,均方根误差为0.683 3,平均相对误差为0.72%,可用来定量估算枸杞叶片含水率。
中图分类号:
李永梅, 王浩, 赵勇, 张立根. 基于连续统去除法的枸杞叶片含水率高光谱估算[J]. 浙江农业学报, 2022, 34(4): 781-789.
LI Yongmei, WANG Hao, ZHAO Yong, ZHANG Ligen. Hyperspectral estimation of leaf water content of Lycium barbarum based on continuum-removed method[J]. Acta Agriculturae Zhejiangensis, 2022, 34(4): 781-789.
| 测定日期 Measurement date | 统计量 Statistical Sample | 极小值 Minimum/% | 极大值 Maximum/% | 均值 Mean value/% | 标准差 Standard deviation | 方差 Variance |
|---|---|---|---|---|---|---|
| 6月8日上午Morning of June 8 | 5 | 53.161 | 60.247 | 57.088 | 2.579 | 6.651 |
| 6月8日下午Afternoon of June 8 | 5 | 42.373 | 48.168 | 44.461 | 2.338 | 5.466 |
| 6月9日上午Morning of June 9 | 5 | 22.371 | 27.253 | 23.676 | 2.066 | 4.267 |
| 6月10日下午Afternoon of June10 | 5 | 7.602 | 11.908 | 9.491 | 1.677 | 2.813 |
| 6月12日晚上Evening of June 12 | 5 | 3.698 | 4.698 | 4.183 | 0.389 | 0.151 |
表1 自然失水法测定的枸杞叶片含水率
Table 1 Water content of Lycium barbarum leaf measured by natural water loss method
| 测定日期 Measurement date | 统计量 Statistical Sample | 极小值 Minimum/% | 极大值 Maximum/% | 均值 Mean value/% | 标准差 Standard deviation | 方差 Variance |
|---|---|---|---|---|---|---|
| 6月8日上午Morning of June 8 | 5 | 53.161 | 60.247 | 57.088 | 2.579 | 6.651 |
| 6月8日下午Afternoon of June 8 | 5 | 42.373 | 48.168 | 44.461 | 2.338 | 5.466 |
| 6月9日上午Morning of June 9 | 5 | 22.371 | 27.253 | 23.676 | 2.066 | 4.267 |
| 6月10日下午Afternoon of June10 | 5 | 7.602 | 11.908 | 9.491 | 1.677 | 2.813 |
| 6月12日晚上Evening of June 12 | 5 | 3.698 | 4.698 | 4.183 | 0.389 | 0.151 |
| 样本集 Sample set | 样本数量 Number of samples | 极小值 Minimum/% | 极大值 Maximum/% | 均值 Mean value/% | 标准差 Standard deviation | 方差 Variance |
|---|---|---|---|---|---|---|
| 建模样本Modeling sample | 27 | 77.03 | 82.45 | 79.65 | 1. 53 | 1.92 |
| 检验样本Test sample | 10 | 77.95 | 81.49 | 79.54 | 1.19 | 1.5 |
表2 烘干法测定的枸杞叶片含水率
Table 2 Water content of Lycium barbarum leaf measured by drying method
| 样本集 Sample set | 样本数量 Number of samples | 极小值 Minimum/% | 极大值 Maximum/% | 均值 Mean value/% | 标准差 Standard deviation | 方差 Variance |
|---|---|---|---|---|---|---|
| 建模样本Modeling sample | 27 | 77.03 | 82.45 | 79.65 | 1. 53 | 1.92 |
| 检验样本Test sample | 10 | 77.95 | 81.49 | 79.54 | 1.19 | 1.5 |
图3 不同含水率枸杞叶片的连续统去除光谱差值曲线与敏感性曲线
Fig.3 Continuum removal spectrum difference curveand sensitivities curve of Lycium barbarum leaves with different water content
| 光谱 Spectrum | 敏感波长 Sensitive wavelength/ nm | 模型Model | 验证模型Validation set | |||
|---|---|---|---|---|---|---|
| 回归模型 Regression model | 决定系数 Determination coefficient | 决定系数 Determination coefficient | RMSE | MRE/% | ||
| 原始光谱Original spectrum | 1 620 | y=-31.581x+86.813 | 0.560 6 | 0.530 8 | 0.979 0 | 1.23 |
| 连续统去除光谱 | 1 602 | y=-21.611x+90.104 | 0.619 4 | 0.603 7 | 0.884 3 | 1.12 |
| Continuum-removal spectrum | 1 662 | y=-19.751x+91.128 | 0.619 2 | 0.597 2 | 0.949 1 | 1.13 |
表3 基于敏感波长的枸杞叶片含水率估算回归模型
Table 3 Regression model for estimating leaf water content of Lycium barbarum leavesbase on sensitive wavelength
| 光谱 Spectrum | 敏感波长 Sensitive wavelength/ nm | 模型Model | 验证模型Validation set | |||
|---|---|---|---|---|---|---|
| 回归模型 Regression model | 决定系数 Determination coefficient | 决定系数 Determination coefficient | RMSE | MRE/% | ||
| 原始光谱Original spectrum | 1 620 | y=-31.581x+86.813 | 0.560 6 | 0.530 8 | 0.979 0 | 1.23 |
| 连续统去除光谱 | 1 602 | y=-21.611x+90.104 | 0.619 4 | 0.603 7 | 0.884 3 | 1.12 |
| Continuum-removal spectrum | 1 662 | y=-19.751x+91.128 | 0.619 2 | 0.597 2 | 0.949 1 | 1.13 |
| 参数parameters | 900~1100 nm | 1100~1270 nm | 1270~1700 nm | 1800~2200 nm |
|---|---|---|---|---|
| 吸收波段波长Absorption band wavelength | 0.588** | 0.270 | 0.664** | 0.124 |
| 最大吸收深度Maximum band depth | -0.487* | -0.628** | -0.658** | 0.335 |
| 吸收峰总面积Absorption peak area | -0.364 | -0.640** | -0.742** | -0.342 |
| 吸收峰左面积Absorption peak left area | 0.583* | -0.188 | -0.498* | 0.127 |
| 吸收峰右面积Absorption peak right area | -0.599** | -0.443* | -0.778** | -0.379 |
| 对称度Symmetry | 0.592** | 0.306 | 0.760** | 0.348 |
| 面积归一化最大吸收深度 | -0.488* | -0.621** | -0.594** | 0.413 |
| Area normalized maximum absorption depth |
表4 光谱吸收特征参数与叶片含水率的相关系数
Table 4 Correlation coefficients between leaves water content and spectrum absorption parameters
| 参数parameters | 900~1100 nm | 1100~1270 nm | 1270~1700 nm | 1800~2200 nm |
|---|---|---|---|---|
| 吸收波段波长Absorption band wavelength | 0.588** | 0.270 | 0.664** | 0.124 |
| 最大吸收深度Maximum band depth | -0.487* | -0.628** | -0.658** | 0.335 |
| 吸收峰总面积Absorption peak area | -0.364 | -0.640** | -0.742** | -0.342 |
| 吸收峰左面积Absorption peak left area | 0.583* | -0.188 | -0.498* | 0.127 |
| 吸收峰右面积Absorption peak right area | -0.599** | -0.443* | -0.778** | -0.379 |
| 对称度Symmetry | 0.592** | 0.306 | 0.760** | 0.348 |
| 面积归一化最大吸收深度 | -0.488* | -0.621** | -0.594** | 0.413 |
| Area normalized maximum absorption depth |
| 参数 Parameter | 波长 Wavelength/ nm | 模型建立Model establishment | 模型验证Validation test | |||
|---|---|---|---|---|---|---|
| 回归模型 Regression model | 决定系数 Determination coefficient | 决定系数 Determination coefficient | RMSE | MRE/% | ||
| RA | 900~1 100 | y=-0.157 3x+98.404 | 0.358 7 | 0.159 3 | 1.245 4 | 1.96 |
| TA | 1 100~1 270 | y=-0.504 2x+159.38 | 0.409 3 | 0.403 2 | 1.050 3 | 1.44 |
| RA | 1 270~1 700 | y=-0.199 2x+109.44 | 0.620 2 | 0.606 0 | 0.882 8 | 1.00 |
| RA | 900~1 100 | y=-0.122x1-0.139x2-0.132x3+135.494 | 0.787 0 | 0.800 3 | 0.683 3 | 0.72 |
| RA | 1 270~1 700 | |||||
| TA | 1 100~1 270 | |||||
表5 基于吸收特征参数的枸杞叶片含水率估算回归模型
Table 5 Regression model for estimating water content of Lycium barbarum leaf base on spectrum absorption parameters
| 参数 Parameter | 波长 Wavelength/ nm | 模型建立Model establishment | 模型验证Validation test | |||
|---|---|---|---|---|---|---|
| 回归模型 Regression model | 决定系数 Determination coefficient | 决定系数 Determination coefficient | RMSE | MRE/% | ||
| RA | 900~1 100 | y=-0.157 3x+98.404 | 0.358 7 | 0.159 3 | 1.245 4 | 1.96 |
| TA | 1 100~1 270 | y=-0.504 2x+159.38 | 0.409 3 | 0.403 2 | 1.050 3 | 1.44 |
| RA | 1 270~1 700 | y=-0.199 2x+109.44 | 0.620 2 | 0.606 0 | 0.882 8 | 1.00 |
| RA | 900~1 100 | y=-0.122x1-0.139x2-0.132x3+135.494 | 0.787 0 | 0.800 3 | 0.683 3 | 0.72 |
| RA | 1 270~1 700 | |||||
| TA | 1 100~1 270 | |||||
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