the Creative Commons Attribution 4.0 License.
the Creative Commons Attribution 4.0 License.
CLWC-375: A national-scale lake water clarity dataset for China derived from VIIRS 375-m observations (2012–2025)
Abstract. Lake water clarity, quantified as Secchi disk depth (SDD), serves as a useful indicator of aquatic ecosystem health and sensitive proxy for environmental shifts. As the MODIS mission nearly ends, maintaining long-term, high-frequency monitoring of inland waters becomes an urgent Earth observation challenge. Current alternatives face trade-offs between spatial resolution and temporal frequency. Addressing this critical observational gap, this study presents a lake water clarity dataset for China derived from VIIRS 375-m observations (CLWC-375), the first national-scale inland water clarity dataset (2012–2025) for 767 lakes larger than 10 km2 across China, derived from the high-resolution VIIRS 375-m imagery band (I-band).
Our methodological framework utilizes a robust semi-analytical empirical model optimized for the remote sensing reflectance (Rrs(λ)) of the VIIRS Image-band (I1). Extensive independent validation against 954 in situ measurements from 74 lakes across a broad optical range (0.1 m to 16.0 m) demonstrates good retrieval accuracy. The customized regional algorithm achieves a high coefficient of determination (R2 = 0.85) and uncertainty of 29.5 %, effectively eliminates systematic overestimation in existing global operational VIIRS products. The resulting 14-year, high-frequency dataset captures dynamic aquatic processes and reveals spatiotemporal trajectories. Morphology is related to optical properties: deep plateau lakes consistently have high clarity, whereas shallow lowland lakes have considerable turbidity. Chinese lakes had a significant overall clearing trend (0.28 m decade-1) since 2012, driven predominantly by rapid improvements in the Tibetan and Yunnan-Guizhou plateaus. By successfully overcoming the spatial-temporal resolution trade-off, the CLWC-375 dataset provides a sustainable observational baseline for decoupling the complex optical responses of inland waters to intense anthropogenic activities and global climate change in the post-MODIS era. The dataset is publicly available at the ScienceDB repository (https://doi.org/10.57760/sciencedb.31441).
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Status: final response (author comments only)
- RC1: 'Comment on essd-2026-314', Anonymous Referee #1, 23 Jul 2026
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RC2: 'Comment on essd-2026-314', Anonymous Referee #2, 21 Sep 2026
This paper examines a VIIRS high resolution band for determination of water turbidity, based on Secchi depth for a number of lakes in China, showing patterns. This is an interesting result for these lakes, and shows potentially useful results with this satellite for turbidity in this region. The method suggests broader applicability of the VIIRS or the relationship to Secchi depth.
There are editorial and statistical issues. The paper needs a close read. Figures 3 and 4 are mislabeled. Figure captions do not explain what is in the figures.
Comments.
Figure “1” (which isn’t Figure 1) line 162, STD is meaningless for a log distributed data set. Report the IQR or another appropriate metric of dispersion.
Line 90 Wei et al, Wei et al, Wei et al, Wei et al. ????
3.5 Better statistics. statistical significance is not meaningful, and is not scientific or ecological significance (Wasserstein et al., 2019, American Statistician)
Use Seegers et al., 2018 for metrics, e.g., multiplicative error, and multiplicative bias. These are particularly necessary given the large range of data. MAPE is ok instead of multiplicative error, as long as it is small (e.g., < 50%) and is not used for algorithm comparison (MAPE biases towards the algorithms that underestimate). However, as Figure 7d has a MAPE > 100%, which is physically meaningless (implies negative values), use multiplicative error and bias throughout.
Lines 235-236 and Figure 5. P is not an error metric. P has no value, given the 906 samples, p<0.001 is achieved once Rsquared > 0.012, which is not “significant” by any standard.
Figure 6 and after. Rsquared scales the RMSE to the range of data, which is ok if you are building a model. Otherwise, R is useful for saying there is a general relationship (e.g., Figure 5, Figure 7a), but not to validate a model. Report the multiplicative error, or better yet, explain what the pink zone is. It’s probably an error metric, and may be a suitable one, like one that encompasses X% of the data.
For validation, an excellent model can have a low Rsquared, if the range is small. (And it is trivial to demonstrate a model with Rsquared =0.99 that is completely wrong). Because Rsquared scales to range, Rsquares can often not be compared. There is no reason to show a regression line for validation, unless it is explained what value it provides. Yes, people do it frequently, but that doesn’t make it valid or useful. A model that performs well except at the lowest (or highest) values may have a regression line that significantly deviates from 1, while a model that is severely biased in the middle of the range can have a slope of 1.
295-298. Kendall’s tau is not defined. That is an uncertainty metric. P is not. There is no explanation of what is done. Given the strong seasonality, was deseasonalized version used? (figure 13, and related).
Figures 5 and 6, the pink zone is not explained.
Line 265. Reference figure 7 here (The relationship of SDD to Rrs(638)).
As far as R2= 0.87, p<0.001. Report the error/uncertainty around the regression. Again p is meaningless. As a note, no metric should be reported that is not explained. The purported probability of a null hypothesis is not relevant to your hypothesis.
Figures 7 c and d. Use multiplicative error. A percentile error of > 100% is meaningless, this implies negative SDD. Explain the pink region.
Figure 8, what is black? Are the SDD statistics by pixel or by lake? Is this the mean of all pixels? STD is meaningless. The distribution is clearly not Gaussian, so STD is not only incorrect, but an STD of 3.06 with a mean of 1.17, means that negative SDD occur. The IQR would be a good choice.
Line 405. Change to “highlights substantive differences associated with lake morphology”.
Sen’s slope is appropriate for the trends. However, this should be deseasonalized. Was it? No information in the methods.
Figure 12. Remove the “statistical significance” arrows. What is of interest is how much the trend compares to the variability, or to the typical lake turbidity. There are lakes with “significant” trends that have a rate of < 0.1 m per decade (given there is only one decade of data). I’m skeptical that these are ecologically significant changes (the only significance that matters). What is the ratio of the change to the mean condition of the lake over the time period? A ratio of < 10-15% over the decade is not particularly significant. This gets close to Cohen’s d differences. The other question is how the trend compares to the variability, Kendalls’ tau threshold as a marker, e.g. tau > 0.3, or better the “trend to variability ratio”. No arrow required. This requires deseasonalized.
Abstract and Lines 443-445, Figure 13. First, is this mean trend based on the trend on each lake, vs all the pixels? Next a bulk trend is not informative. The mean is driven by a specific region, as noted. The trends should be presented as a distribution, what is the median in each region, and the IQR. Histograms might be useful. An issue, for example with YGPL, is that the summer is not getting better, but the winter, in bulk appears to have higher SDD, clearer water.
Citation: https://doi.org/10.5194/essd-2026-314-RC2
Data sets
CLWD-375: China's lake water clarity dataset from VIIRS 375-m observations (2012–2025) Zhigang Cao https://www.scidb.cn/s/mIz6ji
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- 1
This study provides an alternative approach for monitoring inland lakes with higher spatial and temporal resolution compared with VIIRS-M and Sentinel-3 OLCI, especially considering the recent degradation of MODIS observations. Overall, the methodology is reasonable, the results are reliable, and the current organization of the dataset is appropriate. The data format is well designed, with the products provided in NetCDF format following common practices in the community, which facilitates data accessibility, interoperability, and further applications. Providing the original source data and related information is also helpful for users to understand, evaluate, and reuse the dataset. However, several aspects, particularly regarding model accuracy and limitations, need further clarification. Below are my comments and suggestions.
Major comments:
Minor comments: