Abstract
The timely and accurate estimation of leaf water content (LWC) is of great practical significance for monitoring the state of vegetation growth and forecasting crop yield. As the spectral capabilities of terrestrial spectroscopy instruments and high-spatial-resolution satellite sensors steadily increase, people pay more and more attentions to the application potential for the spectral characteristics of the plant in shortwave infrared (SWIR) domain. The major purpose of this article was to investigate the relationship between leaf spectral reflectance and LWC in SWIR. A normalized vegetation index model constructed with SWIR reflectances centred at 1725 and 2200 nm yielded a high overall performance compared to the previous normalized difference water index (NDWI). The Leaf Optical Properties Experiment 1993 data set was introduced to validate the LWC estimated with the proposed model. The results showed that the accuracy of LWC estimation from this index can reach 0.0046 g cm−2, which is better than that from traditional NDWI with root mean square error equalled to 0.0104 g cm−2. The effects of band width and random noise on the LWC estimation from these two indices were also analysed and the results showed that LWC retrieved from both indices were insensitive to band width choices and random noise variations.
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Claims 2
Claim · model-written summary
The proposed SWIR vegetation index estimated leaf water content with an accuracy of 0.0046 g cm−2, better than traditional NDWI.
Verbatim
e0“the spectral characteristics of the plant in shortwave infrared (SWIR) domain”
e2“The results showed that the accuracy of LWC estimation from this index can reach 0.0046 g cm−2, which is better than that from traditional NDWI with root mean square error equalled to 0.0104 g cm−2”
Claim · model-written summary
Leaf water content retrieved from both indices was insensitive to band width and random noise.
Verbatim
e0“the spectral characteristics of the plant in shortwave infrared (SWIR) domain”
e3“LWC retrieved from both indices were insensitive to band width choices and random noise variations”