CN118608707B - Dynamic construction method of three-dimensional hydrogeologic model - Google Patents
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Abstract
The invention relates to the technical field of image data processing, in particular to a dynamic construction method of a three-dimensional hydrogeologic model, which comprises the steps of obtaining the possibility that each pixel point in a hyperspectral image in the current period is a boundary point of a different region under each wavelength according to the gray level difference of the pixel point under the same wavelength in the eight neighborhood direction from each pixel point and the influence degree of the outside factors such as weather and the like of each pixel point under each wavelength in the hyperspectral image in the current period; according to the probability that each pixel point in the hyperspectral image in the current period is a boundary point of different areas under all different wavelengths, the probability that each pixel point in the hyperspectral image in the current period is a key area point is obtained, a key area is screened out according to the probability that each pixel point in a suspected key area cluster is a key area point, and a three-dimensional hydrogeological model corresponding to the key area is constructed. The method for constructing the three-dimensional hydrogeologic model has the advantages of accuracy and high efficiency.
Description
Technical Field
The application relates to the technical field of image data processing, in particular to a dynamic construction method of a three-dimensional hydrogeologic model.
Background
The dynamic construction of the three-dimensional hydrogeologic model is affected by seasonal changes, the dynamic effects of the influences caused by human activities and the like, so that the constructed three-dimensional hydrogeologic model can describe and simulate the complexity and the dynamic property of a groundwater system more accurately, real-time monitoring and prediction are required to be carried out on the groundwater system, the model can better reflect the conditions of groundwater flow, water level distribution, water quality change and the like, and the method has important significance for emergency and emergency measure establishment. For the whole research area, according to the characteristics of groundwater level change sensitivity, hydrogeological condition complexity and the like, the degree of obvious change of different areas in a short period is different, so that the key areas with different degrees exist in the whole research area. However, when a three-dimensional hydrogeologic model is constructed, real-time related data is generally acquired for the whole research area, so that the data information amount is overlarge, more time and resources are needed for processing and analyzing, and the model cannot be updated in time, so that the real-time performance and accuracy of the model are affected. Because the traditional K-means clustering algorithm cannot comprehensively consider the data characteristic change (such as the data characteristic change caused by the influence of weather, environment and the like) when measuring the distance between different sample points, the distance measurement between the different sample points is inaccurate, and the accuracy of constructing the three-dimensional hydrogeological model is further influenced.
Disclosure of Invention
The invention provides a dynamic construction method of a three-dimensional hydrogeologic model, which aims to solve the problem that the accuracy of constructing the three-dimensional hydrogeologic model is affected due to inaccurate measurement of the distance between different sample points caused by the fact that the change of data characteristics cannot be comprehensively considered when the distance between different sample points is measured by the traditional K-means clustering algorithm.
The invention relates to a dynamic construction method of a three-dimensional hydrogeologic model, which adopts the following technical scheme:
one embodiment of the invention provides a dynamic construction method of a three-dimensional hydrogeologic model, which comprises the following steps:
Acquiring a plurality of hyperspectral images of the same research area in different periods, wherein each pixel point in the hyperspectral images corresponds to a plurality of gray values under different wavelengths, and the different periods comprise a current period and a reference history period;
according to the difference between gray values of each pixel point in the hyperspectral image of the current period and the reference history period under the same wavelength, obtaining the degree of influence of external factors such as weather and the like on each pixel point in the hyperspectral image of the current period under each wavelength;
According to the gray level difference of each pixel point in the same wavelength along the eight neighborhood direction in the hyperspectral image of the current period and the degree of influence of weather and other external factors on each pixel point at each wavelength, the possibility that each pixel point in the hyperspectral image of the current period is a junction point of different areas at each wavelength is obtained;
According to the possibility that each pixel point in the hyperspectral image in the current period is a junction point of different areas under all different wavelengths, the possibility that each pixel point in the hyperspectral image in the current period is a key area point is obtained;
taking the difference of the possibility that any two pixel points in the hyperspectral image in the current period are taken as key region points as the clustering distance of any two pixel points, and carrying out clustering operation on the hyperspectral image in the current period to obtain a plurality of suspected key region clusters;
And screening out the critical area according to the possibility that the pixel points in the suspected critical area cluster are critical area points, and constructing a three-dimensional hydrogeologic model corresponding to the critical area.
Preferably, the obtaining the degree of influence of external factors such as weather on each pixel point in the hyperspectral image in the current period according to the difference between gray values of each pixel point in the hyperspectral image in the current period and the reference history period at the same wavelength includes the following specific steps:
According to the gray value of each pixel point in the hyperspectral image of the current period and the reference history period under the same wavelength, obtaining the gray difference of each pixel point in the hyperspectral image of the current period under each wavelength;
And obtaining the degree of influence of external factors such as weather and the like on each pixel point in the hyperspectral image in the current period according to the difference between the gray differences of all the pixel points in the hyperspectral image in the current period at each wavelength.
Preferably, the gray level difference of each pixel point in the hyperspectral image in the current period under each wavelength is obtained according to the gray level value of each pixel point in the hyperspectral image in the current period and the reference history period under the same wavelength, and the specific steps include:
and recording the absolute value of the difference value of the gray value of the mth pixel point in the hyperspectral image of the current period and the reference history period at the ith wavelength as the gray difference of the mth pixel point in the hyperspectral image of the current period at the ith wavelength.
Preferably, the degree of influence of weather and other external factors on each pixel point in the hyperspectral image in the current period is obtained according to the difference between gray differences of all pixel points in the hyperspectral image in the current period at each wavelength, and the specific formula is as follows:
Wherein Q i,m represents the degree of influence of external factors such as weather on the mth pixel point in the hyperspectral image in the current period under the ith wavelength, and delta Q i,m represents the gray level difference of the mth pixel point in the hyperspectral image in the current period under the ith wavelength; the method comprises the steps of representing the average value of gray differences of all pixel points in a hyperspectral image in the current period at the ith wavelength, wherein norm () is a normalization function, M represents the number of pixel points in the hyperspectral image in the current period, and I is an absolute value function.
Preferably, according to the gray scale difference of each pixel point at the same wavelength along the eight neighborhood direction in the hyperspectral image of the current period and the degree of influence of weather and other external factors on each pixel point at each wavelength, the method obtains the possibility that each pixel point in the hyperspectral image of the current period is a boundary point of different regions at each wavelength, and comprises the following specific steps:
Constructing a local neighborhood of each pixel point in the hyperspectral image in the current period;
According to the gray level difference of each pixel point in the same wavelength along the eight neighborhood direction from each pixel point in the local neighborhood of each pixel point in the hyperspectral image in the current period and the degree of influence of weather and other external factors on each pixel point in each wavelength, the possibility that each pixel point in the hyperspectral image in the current period is a boundary point of different areas in each wavelength is obtained.
Preferably, the constructing a local neighborhood of each pixel in the hyperspectral image in the current period includes the following specific steps:
In the hyperspectral image in the current period, each pixel point is taken as a circle center, the radius r is taken as a circle, and the circle is recorded as a local neighborhood of each pixel point, wherein r is a preset radius.
Preferably, in the local neighborhood of each pixel point in the hyperspectral image in the current period, the gray scale difference of the pixel point in the same wavelength along the eight neighborhood direction from each pixel point and the degree of influence of weather and other external factors on each pixel point in each wavelength are obtained, so as to obtain the possibility that each pixel point in the hyperspectral image in the current period is a boundary point of different regions in each wavelength, and the specific formula is as follows:
Wherein W i,j represents the possibility that the jth pixel point in the hyperspectral image of the current period is a junction point of different areas at the ith wavelength, Q i,m represents the degree of influence of external factors such as weather and the like on the mth pixel point in the hyperspectral image of the current period, deltaq i,j,l,b represents the gray scale difference of the jth pixel point in the eighth neighborhood direction from the jth pixel point in the hyperspectral image of the current period at the ith wavelength, deltaq i,j,l,max represents the maximum value in the gray scale difference of all the pixel points in the ith wavelength in the eighth neighborhood direction from the jth pixel point in the local neighborhood of the jth pixel point in the hyperspectral image of the current period from the jth pixel point in the eighth neighborhood direction; Standard deviations of all Δq i,j,l,max-Δqi,j,l,b when b falls within interval [1, b i,j,l ]; all when l is within interval [1,8] Standard deviation of (2).
Preferably, the probability that each pixel point in the hyperspectral image according to the current period is a junction point of different areas under all different wavelengths, the probability that each pixel point in the hyperspectral image in the current period is a key region point is obtained, and the specific formula is as follows:
Wherein E j represents the possibility that the jth pixel point in the hyperspectral image in the current period is a key area point, I represents the number of wavelengths corresponding to the jth pixel point in the hyperspectral image in the current period, and W i,j represents the possibility that the jth pixel point in the hyperspectral image in the current period is a junction point of different areas under the ith wavelength.
Preferably, the specific obtaining step of the clustering distance of any two pixel points is as follows:
And recording the absolute value of the difference value of the possibility that any two pixel points in the hyperspectral image in the current period are key region points as the clustering distance of the any two pixel points.
Preferably, the screening the critical area according to the possibility that the pixel point in the suspected critical area cluster is a critical area point includes the following specific steps:
calculating the average value of the possibility that all the pixel points in each suspected critical area cluster are critical area points, and marking the suspected critical area cluster corresponding to the average value of the possibility that all the maximum pixel points are critical area points as a critical area.
The technical scheme has the advantages that according to the gray level difference of the pixels in the same wavelength along the eight neighborhood direction from each pixel in the hyperspectral image in the current period and the degree of influence of weather and other external factors on each pixel in each wavelength, the possibility that each pixel in the hyperspectral image in the current period is a junction point of different areas in each wavelength is obtained, the degree of influence of weather and other external factors on each pixel in the hyperspectral image in the current period is comprehensively analyzed, the change of data characteristics caused by the influence of weather, environment and the like is considered, the accuracy of critical area screening is improved, and the accuracy of constructing a three-dimensional hydrogeological model is further improved. According to the probability that each pixel point in the hyperspectral image in the current period is a boundary point of different areas under all different wavelengths, the probability that each pixel point in the hyperspectral image in the current period is a key area point is obtained, the difference of the probability that any two pixel points in the hyperspectral image in the current period are the clustering distance of any two pixel points is used as the clustering distance of any two pixel points, clustering operation is carried out on the hyperspectral image in the current period to obtain a plurality of suspected key area clusters, the key areas are screened out according to the probability that the pixel points in the suspected key area clusters are the key area points, and a three-dimensional hydrogeological model corresponding to the key areas is constructed. By screening out the critical areas and collecting key information aiming at the critical areas, the acquisition of information of non-critical areas is reduced, and then the data volume for dynamically constructing the three-dimensional hydrogeologic model is reduced, so that the dynamic construction of the three-dimensional hydrogeologic model is more efficient and adaptive.
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In order to more clearly illustrate the embodiments of the invention or the technical solutions in the prior art, the drawings that are required in the embodiments or the description of the prior art will be briefly described, it being obvious that the drawings in the following description are only some embodiments of the invention, and that other drawings may be obtained according to these drawings without inventive effort for a person skilled in the art.
FIG. 1 is a flow chart of the steps of a method for dynamically constructing a three-dimensional hydrogeologic model according to the present invention.
Detailed Description
In order to further describe the technical means and effects adopted by the present invention to achieve the preset purposes, the following detailed description refers to the specific implementation, structure, characteristics and effects of a dynamic construction method of a three-dimensional hydrogeologic model according to the present invention, with reference to the accompanying drawings and preferred embodiments. In the following description, different "one embodiment" or "another embodiment" means that the embodiments are not necessarily the same. Furthermore, the particular features, structures, or characteristics of one or more embodiments may be combined in any suitable manner.
Unless defined otherwise, all technical and scientific terms used herein have the same meaning as commonly understood by one of ordinary skill in the art to which this invention belongs.
The following specifically describes a specific scheme of the dynamic construction method of the three-dimensional hydrogeologic model provided by the invention with reference to the accompanying drawings.
Referring to fig. 1, a flowchart of steps of a method for dynamically constructing a three-dimensional hydrogeologic model according to an embodiment of the present invention is shown, where the method includes the following steps:
Step S001, acquiring a plurality of hyperspectral images of the same research area in different periods, wherein each pixel point in the hyperspectral images corresponds to a plurality of gray values under different wavelengths, and the different periods comprise a current period and a reference history period.
And acquiring a plurality of hyperspectral images of the same research area in different periods, wherein each pixel point in the hyperspectral image corresponds to reflection intensity of a plurality of different wavelengths, and the reflection intensity is called a gray value in the embodiment, namely, each pixel point corresponds to the gray value of a plurality of different wavelengths.
In this embodiment, a reference history period is selected to be one week before, which is described as an example.
The research area is the area where the three-dimensional hydrogeologic model needs to be built, and a plurality of hyperspectral images of the same research area in different periods are obtained through satellite remote sensing.
It should be noted that each pixel in the hyperspectral image may represent a reflection intensity or reflectivity, and each pixel in the hyperspectral image actually corresponds to a small area of the earth's surface, and there is a corresponding radiation intensity value in each band in the area, where the values reflect the spectral characteristics of the earth's surface in different bands. These reflection intensity values are typically represented in digital form, which may be floating point numbers between 0 and 1, or integers between 0 and 255 (gray values), hereinafter collectively referred to as gray values, in which the reflection intensity is embodied.
When the hydrogeologic condition of the current research area is analyzed, the hyperspectral image has the characteristics of high spatial resolution, multispectral information and the like, so that different ground object types such as water bodies, soil, vegetation and the like can be identified, a richer data basis is provided for hydrogeologic analysis, the surface environment can be better understood, and hidden geology and hydrographic features can be found. Therefore, the embodiment provides a basis for the subsequent analysis of determining the critical area of the current research area by acquiring the hyperspectral image of the current research area.
Step S002, according to the difference between gray values of each pixel point in the hyperspectral image of the current period and the reference history period under the same wavelength, obtaining the degree of influence of external factors such as weather and the like on each pixel point in the hyperspectral image of the current period under each wavelength.
It should be noted that, in the current research area, the hydrogeologic features are represented by hyperspectral images, but the geological stability, soil hydrographic conditions and other conditions of different areas in the whole research area are different, so that under the influence of rainfall or human activities and the like, the degrees of the change of the hydrogeologic features of different areas are different, and the degrees of the difference of the hyperspectral images acquired in the current research area in different periods are different. For example, the geological structure in a part of the current research area is stable, the underground rock stratum is firm and has low water permeability, so that the underground water level changes slowly, or the soil type and the water content are proper, and the water infiltration and the storage are facilitated. In the above case, therefore, even if there is rainfall or the influence of human activity, the change of the region whose hydrogeologic characteristics are less excellent than those described above (the above characteristics are just examples thereof, and there are other factors contributing to the maintenance of the hydrogeologic characteristics) is relatively slow. Aiming at hyperspectral images acquired in different periods, the possibility that each pixel point is a key area is determined based on the analysis hydrologic characteristic performance of each pixel point under different wavelengths, and then the measurement mode of the distance between sample points when different pixel points are clustered is determined.
The hyperspectral images in different periods of the research area are affected by factors such as rainfall or human activities, the hyperspectral images in different areas of the research area are changed, the change amplitude is affected by factors such as the geological stability of the area and the soil hydrologic condition, so that the change amplitude of the hyperspectral images in the same wavelength in different periods is compared, the degree of the influence of external factors such as weather on the research area in different wavelengths can be reflected, and the manifestation degree of the research area in different wavelengths is determined.
Firstly, the definition of a key area in a research area is described, the difference of the hydrogeologic features of different areas in different periods is different because the whole range of the research area is large, and the area with quick change of the hydrogeologic features is called as the key area because data updating and measurement are needed to be carried out on the area in time.
And recording the absolute value of the difference value of the gray value of the mth pixel point in the hyperspectral image of the current period and the reference history period at the ith wavelength as the gray difference of the mth pixel point in the hyperspectral image of the current period at the ith wavelength.
The calculation method for the degree of influence of weather and other external factors on the mth pixel point in the hyperspectral image in the current period under the ith wavelength is as follows:
Wherein Q i,m represents the degree of influence of external factors such as weather on the mth pixel point in the hyperspectral image in the current period under the ith wavelength, and delta Q i,m represents the gray level difference of the mth pixel point in the hyperspectral image in the current period under the ith wavelength; the method comprises the steps of representing the average value of gray differences of all pixel points in a hyperspectral image in the current period at the ith wavelength, wherein norm () is a normalization function, M represents the number of pixel points in the hyperspectral image in the current period, and I is an absolute value function.
It should be noted that Δq i,m represents the gray level difference of the mth pixel point in the hyperspectral image of the current period at the ith wavelength, and the larger the gray level difference is, the more obvious the difference of the hydrogeologic features of the pixel point in the hyperspectral image of the current period at the current wavelength is, namely the degree of influence of external factors such as weather is, butOnly represented by the average value, there may be too large or too small gray differences corresponding to some pixels, so that the corresponding gray differencesThe larger the image is, but this only can illustrate that some areas in the current research area are greatly influenced by factors such as weather, and the image is mapped to the whole research area to show the false image as if the current research area is greatly influenced by external factors such as weather, so the embodiment passesThe smaller the value is, the closer the gray level difference corresponding to each pixel point in the current research area is to the average value, namely the influence of factors such as weather and the like on each area in the current research area is more balanced (the influence degree of the whole research area is large, and the influence degree of weather factors on the corresponding current whole research area is more true and accurate). Therefore, it isTaking this as a reference valueThe smaller the value of the adjustment coefficient, the greater the degree of adjustment of the reference value.
So far, the degree that each pixel point in the hyperspectral image in the current period is influenced by external factors such as weather and the like at each wavelength is obtained.
Step S003, according to the gray level difference of the pixel points in the same wavelength along the eight neighborhood direction from each pixel point in the hyperspectral image of the current period and the degree of influence of weather and other external factors on each pixel point at each wavelength, the possibility that each pixel point in the hyperspectral image of the current period is a boundary point of different regions at each wavelength is obtained.
The degree of influence of external factors such as weather at different periods of each wavelength is analyzed, and is determined based on the whole research area corresponding to each wavelength, and the degree of influence of each pixel point at each wavelength can be analyzed and judged to determine the possibility that each pixel point at each wavelength is a boundary point of different areas (different geological stability and soil hydrologic condition areas).
It should be further noted that, in the whole research area, the geological stability and the soil hydrologic condition of different areas are different, for the pixel points in the same area (the same or similar geological stability and soil hydrologic condition area), the corresponding gray level difference is similar to other pixel points in the neighborhood at the same wavelength in different periods, and the gray level difference corresponding to other pixel points in the neighborhood at the boundary of the different areas may be obviously different, and these places may be key nodes in the hydrogeology process, and have important geological, hydrologic and ecological significance. Analysis of this characteristic can better find the criticality of each pixel based on the hydrogeologic feature information presented throughout the investigation region at the current wavelength.
In the hyperspectral image in the current period, each pixel point is taken as a circle center, the radius r is taken as a circle, and the circle is recorded as a local neighborhood of each pixel point, wherein r is a preset radius, and r=13, and the description is given by taking this as an example.
The calculation method for the possibility that the jth pixel point in the hyperspectral image in the current period is a junction point of different areas under the ith wavelength is as follows:
Wherein W i,j represents the possibility that the jth pixel point in the hyperspectral image of the current period is a junction point of different areas at the ith wavelength, Q i,m represents the degree of influence of external factors such as weather and the like on the mth pixel point in the hyperspectral image of the current period, deltaq i,j,l,b represents the gray scale difference of the jth pixel point in the eighth neighborhood direction from the jth pixel point in the hyperspectral image of the current period at the ith wavelength, deltaq i,j,l,max represents the maximum value in the gray scale difference of all the pixel points in the ith wavelength in the eighth neighborhood direction from the jth pixel point in the local neighborhood of the jth pixel point in the hyperspectral image of the current period from the jth pixel point in the eighth neighborhood direction; Standard deviations of all Δq i,j,l,max-Δqi,j,l,b when b falls within interval [1, b i,j,l ]; all when l is within interval [1,8] Standard deviation of (2).
When there is no pixel point in one of the eight neighborhood directions of the pixel point, the direction is not analyzed in the above formula.
The eight neighborhood direction is a known technique, and the specific method is not described here.
The different areas represent areas with different geological stability and soil hydrologic conditions.
The Q i is taken as a weight, and the greater the Q i is, the greater the degree of influence of external factors such as weather in a research area corresponding to the current pixel point under the wavelength is, so that the overall key of the wavelength where the current pixel point is located is laid, and the greater the Q i is, the greater the influence degree of the current pixel point on the boundary point of different areas is.
It should be noted that, in the local neighborhood of the jth pixel point in the hyperspectral image in the current period, Δq i,j,l,max is used to represent the maximum value of the gray differences of all the pixel points in the ith wavelength in the eighth neighborhood direction from the jth pixel point; By comparing the adjacent degree of the gray level difference of other pixel points and the gray level difference of the maximum pixel point in the same direction, The local neighborhood of the pixel point is determined, the consistency of the change of the hydrogeologic features in the eight neighborhood directions of the pixel point is indicated, the larger the value is, the larger the difference exists between the change of the hydrogeologic features in all directions, and the greater the possibility that the jth pixel point in the hyperspectral image in the current period is a junction point of different areas under the ith wavelength is.
Thus, the possibility that each pixel point in the hyperspectral image in the current period is a junction point of different areas under each wavelength is obtained.
Step S004, according to the possibility that each pixel point in the hyperspectral image in the current period is a junction point of different areas under all different wavelengths, the possibility that each pixel point in the hyperspectral image in the current period is a key area point is obtained.
The process analysis determines the possibility of boundary points of different areas (different geological stability and soil hydrologic condition areas) of each pixel point under different wavelengths, and sums the possibility of the boundary points to comprehensively determine the possibility of each pixel point being a key area point under different wavelengths.
The calculation method for the possibility that the jth pixel point in the hyperspectral image in the current period is a key area point is as follows:
Wherein E j represents the possibility that the jth pixel point in the hyperspectral image in the current period is a key area point, I represents the number of wavelengths corresponding to the jth pixel point in the hyperspectral image in the current period, and W i,j represents the possibility that the jth pixel point in the hyperspectral image in the current period is a junction point of different areas under the ith wavelength.
The possibility that the jth pixel point in the hyperspectral image in the current period is a key area point is comprehensively determined through accumulation of the possibility that the jth pixel point in the hyperspectral image in the current period is a junction point of different areas under different wavelengths.
Thus, the possibility that each pixel point in the hyperspectral image in the current period is a key area point is obtained.
Step S005, clustering the hyperspectral image in the current period by taking the difference of the possibility that any two pixel points in the hyperspectral image in the current period are key area points as the clustering distance of any two pixel points to obtain a plurality of suspected key area clusters, screening out the key areas according to the possibility that the pixel points in the suspected key area clusters are the key area points, and constructing a three-dimensional hydrogeological model corresponding to the key areas.
And taking each pixel point in the hyperspectral image in the current period as a sample point in clustering, and utilizing a distance measurement mode in a K-means clustering algorithm, wherein the distance measurement mode for different sample points is the absolute value of the difference value of the possibility that any two pixel points in the hyperspectral image corresponding to the current period are key region points.
The preset clustering number is 8 by taking this as an example for description by the distance measurement mode between different sample points, so that the absolute value of the difference value of the possibility that any two pixel points in the hyperspectral image in the current period are key region points is the clustering distance of any two pixel points, and the hyperspectral image in the current period is clustered by adopting a K-means clustering algorithm to obtain a plurality of suspected key region clusters.
Calculating the average value of the possibility that all the pixel points in each suspected critical area cluster are critical area points, and marking the suspected critical area cluster corresponding to the average value of the possibility that all the maximum pixel points are critical area points as a critical area.
And dynamically constructing a three-dimensional hydrogeological model by adopting a numerical simulation method based on the data of the groundwater level, the hydrogeological condition and the topography fluctuation of the key region.
The method is characterized in that for key information acquisition areas of key areas, information updating of the key areas can be set to be carried out once every two days, other areas can be set to be carried out once a week, a three-dimensional hydrogeologic model is dynamically constructed through multi-source data such as geology, hydrology and topography, a numerical simulation method is adopted, and future water resource changes and groundwater dynamics are predicted through simulating groundwater flow, hydrologic process and the like.
The K-means clustering algorithm and the numerical simulation method are known techniques, and specific methods are not described herein.
This embodiment is completed.
The above description is only of the preferred embodiments of the present invention and is not intended to limit the invention, but any modifications, equivalent substitutions, improvements, etc. within the principles of the present invention should be included in the scope of the present invention.
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| CN117132594A (en) * | 2023-10-25 | 2023-11-28 | 生态环境部华南环境科学研究所(生态环境部生态环境应急研究所) | Intelligent detection method for underground water microplastic based on hyperspectral image |
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| CN117132594A (en) * | 2023-10-25 | 2023-11-28 | 生态环境部华南环境科学研究所(生态环境部生态环境应急研究所) | Intelligent detection method for underground water microplastic based on hyperspectral image |
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