NL2028671B1 - Quantitative Evaluation Method for Seamount Cobalt-rich Crusts Resource - Google Patents
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Abstract
The present invention relates to the field of ocean mineral resource research and development, and provides a quantitative evaluation method for a seamount cobalt-rich crusts resource. The method comprises the following steps: 81. dividing a target seamount slope into a plurality of adjacent grid units; 82. according to the geological station survey data, taking the grid units as objects, obtaining seamount cobalt-rich crusts resource parameters of various grid units by spatial interpolation calculation, wherein the seamount cobalt-rich crusts resource parameters comprise a crust thickness, a crust water ratio, a crust wet density, a crust coverage rate, a metal concentration and the like; meanwhile, extracting seamount slope mineralization characteristics of the various grid units according to the regional survey data, wherein the seamount slope mineralization characteristics comprise a macroscopic crust coverage rate, a ratio of slope suitable for mineral distribution, a slope surface area, and the like; 83. calculating resource quantities of the various grid units; and 84. delineating key areas and resource quantities thereof according to the sorting and combination of the resource quantities of the various grid units. The present invention achieves a quantitative evaluation of seamount cobalt-rich crusts resources.
Description
Quantitative Evaluation Method for Seamount Cobalt-rich Crusts Resource
TECHNICAL FIELD The present invention belongs to the field of ocean mineral resource research and development, and particularly relates to a quantitative evaluation method for a seamount cobalt-rich crusts resource.
BACKGROUND Tens of thousands of underwater seamounts spread across the world's oceans. Some metal oxide crusts rich in various strategic and key metals are attached to the surface of these seamounts, and are commonly called cobalt- rich crusts. Under the organization of the International Seabed Authority, many countries in the world, as pioneer investors, have been granted the mineral survey and delineation rights in relevant seamount areas, i.e. a right to survey and identify the ore-rich areas and their resource quantities, and delineate the scope of future resource rights and interests. To achieve these goals, a quantitative evaluation of the seamount cobalt-rich crusts resources is necessary. However, there is a lack of systematic and comprehensive quantitative evaluation methods for seamount cobalt-rich crusts resources at home and abroad. In China, the geostatistical method was applied earlier to analyze and estimate polymetallic nodule resources, the Kriging method was used to calculate nodule resources in the Pacific CC area within the China’s pioneer area, the image recognition and processing technology was used to estimate nodule abundance and coverage rate according to seabed photos, the artificial neural network technology was used to calculate polymetallic nodule abundance value, the fractal theory was used to estimate nodule distribution characteristics, the collaborative regionalization theory and collaborative Kriging method for mineral resources evaluation were used to evaluate the mineral resources in the western area of CC area in the eastern Pacific Ocean, the weight of evidence and posterior probability interval were used to divide the favorable areas for mineralization, and the linear regression method was used to estimate the polymetallic nodule resources in CC area and its surrounding areas in the Pacific Ocean. These resource evaluation methods are mainly applicable to polymetallic crusts in suboceanic basins.
In the evaluation of cobalt-rich crusts resource, some people have combined the nearest regional method with the geological block method to comprehensively evaluate and analyze the seamount crusts resources in the East Pacific Ocean; some people have extracted evaluation parameters and evaluation methods on the basis of studying the metallogenic background and distribution law of cobalt-rich crusts; some people have studied the spatial distribution and resource quantity of cobalt-rich crusts resources according to the fractal theory; some people have discussed and compared several main methods for evaluating cobalt-rich crusts resource at present; and some people have put forward eight parameter indexes beneficial to delineation of cobalt crust mining area and resource evaluation, on the basis of in-depth study and analysis of the thickness and abundance of cobalt crusts in seamounts of the western Pacific Ocean. Although these technologies are all relevant, there is a lack of comprehensive and systematic technical methods at present.
To sum up, the prior art has the following shortcomings: (1) the average value is calculated based on the observation of survey data, which lacks the analysis of spatial autocorrelation; the traditional Kriging method is ineffective as the seamount spatial data is not controlled by the direction; (2) moreover, the resource parameters involved in the prior art, such as the coverage rate of cobalt-rich crusts, are only suitable for local observation, but not for regional calculation and analysis; (3) previous resource evaluation is based more on the natural state of cobalt-rich crust, without considering its exploitable state; not all slopes covered by cobalt-rich crusts are suitable for mining, for example, a slope above 15 degrees is difficult to support underwater mechanical operation; (4) the estimation method of a seamount slope area is relatively rough; and (5) some processes of traditional methods are based on manual judgment, and cannot achieve a whole process calculation. The obstructing function of an uitra-thick water layer, the limitation of survey technology and the high survey cost make it greatly difficult for mankind to find out the spatial distribution of deep-sea mineral resources and estimate their resource quantities. Therefore, an effective, systematic and comprehensive quantitative evaluation technology for a seamount mineral resource will bring great benefits.
SUMMARY In order to meet the actual needs of research and development of seamount cobalt-rich crusts resource, the present invention overcomes the shortcomings of the prior art, and the technical problem to be solved is a quantitative evaluation method for a seamount cobalt-rich crusts resource. In order to solve the above technical problems, the technical solution adopted by the present invention is a quantitative evaluation method for a seamount cobalt-rich crusts resource, wherein the method includes the following steps: S1. dividing a target seamount slope into a plurality of grid units with the same area at intervals of equal length and width; S2. obtaining seamount cobalt-rich crusts resource parameters of various grid units by spatial interpolation calculation according to the geological station survey data, wherein the seamount cobalt-rich crusts resource parameters include a crust thickness, a crust water ratio, a crust wet density, a crust coverage rate, a metal concentration and the like; meanwhile, taking the grid units as objects, extracting seamount slope mineralization characteristics according to the regional survey data of water depth, wherein the seamount slope mineralization characteristics include a macroscopic crust coverage rate, a ratio of slope suitable for mineral distribution, a slope surface fitting area, and the like; S3. obtaining resource quantities of the various grid units through a joint calculation of the seamount cobalt-rich crusts resource parameters and various seamount slope mineralization characteristic parameters; and S4. sorting the grid units according to the resource quantities thereof, selecting the grid units with large adjacent resources, delineating key areas of cobalt-rich crusts resources and giving resource quantities thereof.
The grid unit is a square area of 1-20 square kilometers.
In the step S2, the geological station survey data are obtained by sampling survey, and the specific method is as follows: geological sampling points are arranged on a seamount slope according to the set distribution density, rock or ore samples are obtained at the sampling points by various mechanical methods, and then geological station samples are tested and analyzed in a laboratory to obtain geological station data; wherein the regional survey data of water depth refers to the data of full coverage or lateral coverage obtained by 5 geophysical means.
In the step S2, when calculating the seamount cobalt-rich crusts resource parameters of the various grid units, a spatial interpolation method is adopted to interpolate geological sampling station data into the various grid units.
The spatial interpolation method is a grid moving average method or a Kriging method. In the step S2, the calculation formula of the macroscopic crust coverage rate is as follows: Recover; = Nae, 19094 where, Rcoveri represents a macroscopic crust coverage rate of an i" grid unit, Ni represents a total number of water depth points or water depth grid nodes in the i" grid unit, g represents a slope gradient of water depth point or data grid node, Qmin and gmax respectively represent a minimum slope suitable for the development of cobalt-rich crusts and a maximum slope suitable for underwater mechanical mining operation; the calculation formula of the ratio of slope suitable for mineral distribution is as follows: Rslope, = “hE Em Seman) 1 00% where, Rslope; represents a ratio of slope suitable for mineral distribution of an in grid unit; the slope surface fitting area is calculated as follows: the 3D spatial surface area of a minimum grid is calculated according to the minimum grid of gridded multi-beam bathymetric survey data, then the 3D spatial surface area of all the minimum data grids in a grid unit i is accumulated, and a slope surface fitting area of the grid unit is obtained by fitting calculation.
(In a case on ME guyot: the minimum slope gm. suitable for the development of a cobalt-rich crust is 4.8°, and the maximum slope gmax suitable for underwater mechanical mining operation is 15°) In the step S4, the calculation formula of the resource quantity of a grid unit is as follows: Owet(ton)=Areai{km2)xCoverage; (%)xThicknessi(cm)xDensity(g/'cm®)xRcover;(%)x 10% Osuiti(ton)=Areai(km?)x Coveragei (%)}xThicknessi{cm)xDensity:(g/cm3}xRslopei{%)x 104; DOi{ton)= Oweti{ton)x[1-Water ratioi(%)]; DOsuiti{ton)=Osuit(ton)x[1-Water ratio %)]; Metai(ton)=DOi(ton)xConcentrationi(%); Msuiti(ton)=DOsuiti{ton)xConcentrationi(%); where, Owet; represents a wet crust tonnage of a grid unit i, Osuit represents a recoverable wet crust tonnage of the grid unit i, Area; represents a slope surface area of the grid unit i, Coverage; represents a crust coverage rate of an i" grid unit, Thickness; represents a crust thickness of the i" grid unit, Density; represents a crust wet density of the i" grid unit, Recover; indicates a macroscopic crust coverage rate of the it" grid unit, Rslope; represents a ratio of slope suitable for mineral distribution of the i" grid unit, DO; and DOsuit; respectively represent the tonnage of dry crust and recoverable dry crust of the it" grid unit, Metal; represents a metal tonnage of the i" grid unit, Msuit represents a recoverable metal tonnage of the i" grid unit, Water ratio; represents a crust water ratio of the i" grid unit, and Concentration; represents the metal concentration of the i" grid unit.
Compared with the prior art, the present invention has the following advantageous effects:
1. In the present invention, a target seamount slope is divided into a plurality of grid units, the seamount cobalt-rich crusts resource parameters of various grid units are obtained by spatial interpolation calculation according to the geological station survey data, the seamount slope mineralization characteristics of the various grid units are calculated and extracted according to the seamount regional survey data, the resource quantities of the various grid units are calculated by combining the seamount cobalt-rich crusts resource parameters and mineralization characteristics of the various grid units, and finally, according to the resource quantity sorting and spatial combination of the various grid units, the key areas are delineated to finally achieve quantitative evaluation of seamount cobalt-rich crusts resources.
2. In the present invention, the seamount slope mineralization characteristics include a macroscopic crust coverage rate, a ratio of slope suitable for mineral distribution, a slope surface area and the like, which are an innovative part of the art. The macroscopic crust coverage rate may eliminate local areas not suitable for resource distribution; and the ratio of slope suitable for mineral distribution is intended to quantify the tonnage of wet crusts resources, delineate a slope area more suitable for future mining, avoid the contradiction between large mineral reserves and small workable reserves, and improve the quantitative evaluation accuracy of crusts resources. In addition, according to the present invention, the minimum grid of water depth data are used to fit and calculate the slope surface area, which greatly improves the estimation accuracy of the slope surface area, determines the resource quantities, accurately estimates the slope surface area, and improves the estimation accuracy of resource quantities.
3. In the present invention, the spatial interpolation method is used to interpolate geological station data into various grid units, which may save the survey cost; and the interpolation method may be a grid moving average method and a Kriging method. The Kriging method is suitable for spatial interpolation of seamount slope, and may solve the spatial autocorrelation of seamount resources.
BRIEF DESCRIPTION OF THE FIGURES Fig.l is a graphical summary of quantitative evaluation of a seamount cobalt-rich crust obtained by the application of the present invention, of which Fig1 (a) is a spatial interpolation result of a cobalt-rich crust thickness, Fig.1(b) is a fitting area result of a slope surface area, Fig.1(c) is a macroscopic crust coverage rate of a cobalt-rich crust, Fig.1(d) is the spatial distribution of geological survey stations and resource parameter value points of cobalt-rich crusts, Fig.1(e) shows resource quantities of various grid units, Fig.1(f) is a sorting result of the resource quantity of various grid units, and Fig.1(g) shows delineated key areas.
DESCRIPTION OF THE INVENTION To make more clearly the technical solution and advantages of the present invention, the technical solution of the present invention will be described clearly and completely with reference to specific embodiments and accompanying drawings. Other applications based on the technology of the present invention, as well as applications implemented by those skilled in the art applying the technology without authorization, shall fall within the scope of protection of the present invention.
The present invention provides a quantitative evaluation method for a seamount cobalt-rich crusts resource, which includes the following steps: S1. dividing a target seamount slope into a plurality of adjacent grid units with the same area at intervals of equal length and width; In an embodiment of the present invention, for the target seamount slope, a unit is defined by a sub-area with a certain area and shape, for example, a square area of 1, 4 or 20 square kilometers; generally, the unit is divided into grids, so the unit is also called a grid unit. In dividing grid units, there should be enough regional survey data such as enough terrain data in each unit. If the grid accuracy of multi-beam topographic survey data is 100 m x 100 m, there are 400 water depth data distributed in the grid unit with an area of 4 km?2. In this embodiment, interpolation of cobalt-rich crusts resource parameters, extraction of slope mineralization characteristics, calculation of ore reserves and other operations are all performed on the basis of various grid units.
S2. according to the geological station survey data, taking the grid units as objects, obtaining seamount cobalt-rich crusts resource parameters of various grid units by interpolation calculation, wherein the seamount cobalt-rich crusts resource parameters include a crust thickness, a crust water ratio, a crust wet density, a crust coverage rate, a metal concentration and the like; meanwhile, extracting seamount slope mineralization characteristics of the various grid units according to the regional survey data, wherein the seamount slope mineralization characteristics include a macroscopic crust coverage rate, a ratio of slope suitable for mineral distribution, a slope surface area, and the like; (1) Geological station survey data and ore resource parameters The geological sampling points are arranged on a seamount slope according to a certain distribution density, and rock or ore samples are obtained at these sampling points by various mechanical methods. These geological station samples are tested and analyzed in a laboratory to obtain geological station data. The measurement data of ore samples, such as a cobalt-rich crust density, a crust thickness, a water ratio, a concentration of certain metal, a crust coverage rate and the like, are all called ore resource parameters, and have the characteristics of sampling investigation.
In this embodiment, geological station sampling data is a cost-effective sampling survey method. Not every grid unit is distributed with geological stations, so the spatial interpolation method should be used to interpolate geological station data into various grid units. There are many interpolation methods, for example, a grid moving average method and a Kriging method.
See the paper Dewen Du“, Chunjuan Wang, Xiaomeng Du, Shijuan Yan, Xiangwen Ren, Xuefa Shi, Hein J .(2017b) Distance-Gradient-Based Variogram and Kriging to Evaluate Cobalt-Rich Crust Deposits on Seamounts. Ore Geology Reviews, 2017, (84):218-227. DOI:10.1018/ j .oregeorev .2016 .12 .028 and the paper Dewen DuKriging Interpolation for
Evaluating the Mineral Resources of Cobalt-Rich Crusts on Magellan Seamounts. Minerals 2018, 8 ,374; doi:10 .3390/min8090374. The Kriging method is suitable for spatial interpolation of seamount slope and can be found in a Patent Application 2016 1 0130598 .5. In this embodiment, the Kriging method may be preferably used to achieve the interpolation of seamount cobalt- rich crusts resource parameters of all grid units. Of course, according to the present invention, the traditional spatial interpolation method may also be used to obtain the seamount cobalt-rich crusts resource parameters of various grid units.
(2) Regional survey data: compared with the geological station survey data, the regional survey data refers to the data of full coverage or lateral coverage obtained by geophysical means, such as multi-beam side-scan sonar sounding data, gravity and magnetic data with the characteristics of wide coverage area and large amount of data. In this embodiment, the regional features extracted from regional data that are beneficial to mineralization are called mineralization features, such as a "macroscopic crust coverage rate", a "ratio of slope suitable for mineral distribution", a “fitting slope surface area", and the like. These data have the regional coverage characteristics.
2.1 Concept and algorithm of macroscopic crust coverage rate and ratio of slope suitable for mineral distribution of seamount cobalt-rich crust If the seamount slope gradient is too small, for example, less than 4.8°, it will be covered by loose sediments, and the slope larger than a certain slope gradient threshold is suitable for the growth of cobalt-rich crust. The proportion of the slope suitable for the growth of cobalt-rich crust in the grid unit area is considered a macroscopic crust coverage rate of cobalt-rich crust.
A too large slope gradient, e.g. 15°, is not conducive to the mining operation of mining machines in underwater environment.
A slope suitable for mineral distribution falls within a suitable range, e.g. 4.8-15°. The proportion of the slope in the grid unit area is called a slope rate suitable for mineral distribution.
It is assumed that many water depth data are distributed in a grid unit i, a slope gradient g of every water depth point or grid node may be jointly estimated according to a surrounding water depth, gmin and gmax are a minimum slope suitable for the development of cobalt-rich crust and a maximum slope suitable for underwater mechanical mining operation.
Then Ni{gmin<g<gmax) is the number of bathymetric points or bathymetric grid nodes in a unit i that are suitable for mineralization, and Ni(gmin<g) is the number of bathymetric points or bathymetric grid nodes in the unit i where the slope gradient is greater than the minimum slope suitable for the development of cobalt-rich crust, and is greater than the total number of Ni when it is bathymetric points or bathymetric grid nodes in unit i.
The ratio of slope suitable for mineral distribution may be calculated by the following formula:
Rslope, = ~\Snin 90 Ena) x 100%: CD Similarly, the macroscopic crust coverage rate may be calculated by the following formula: Reover; = “Ely 100%; (2)
i where, Rcoveri represents a macroscopic crust coverage rate of an i" grid unit, Ni represents a total number of water depth points or water depth grid nodes in the i" grid unit, g represents a slope gradient, gmin and gmex respectively represent a minimum slope suitable for the development of cobalt- rich crust and a maximum slope suitable for underwater mechanical mining operation, and Rslopei represents a ratio of slope suitable for mineral distribution of the i" grid unit. The two slope gradient thresholds suitable for mineral distribution are variable values. Different seamounts may have different values. More accurate slope suitable for mineral distribution may be found with the innovation of investigation technology, and there may be more slopes suitable for mineral distribution with the improvement of mining technology.
2.2 Slope surface area fitting concept and algorithm Slope area is one of the important parameters for calculating ore reserves, and an accurate fit of slope area is an important prerequisite for accurate estimation of ore reserves. The slope area is usually estimated by the quotient of the horizontal projection area of the unit area divided by the cosine of the average gradient of the slope. In an embodiment of the present invention, the following method is used: the 3D spatial surface area product of the minimum grid is calculated according to the minimum grid of gridded multi-beam bathymetric survey data, and then all minimum grid marks in the grid unit i are accumulated to obtain Area.
In this embodiment, the mineral resources parameters of geological stations obtained by geological sampling may be used for spatial interpolation of grid units to estimate the mineral resources parameters of various grid units. The mineralization characteristics of the various grid units (i.e., a ratio of slope suitable for mineral distribution, a macroscopic crust coverage rate and a slope surface area and the like) may be extracted according to the regional survey data in the grid unit.
In this way, mineral resources parameters and mineralization characteristics are fused together by grid units.
S3. obtaining resource quantities of the grid units through a joint calculation of eight parameters including a seamount cobalt-rich crust coverage rate, a density, a metal concentration, a thickness, a water ratio, a macroscopic crust coverage rate, a ratio of slope suitable for mineral distribution and a slope fitting surface area.
Five mineral parameters are obtained by station sampling and allocated to various grid units by spatial interpolation, and three mineralization characteristics are extracted from regional survey data in the grid unit.
Each grid unit corresponds to the above eight quantitative indicators, and each indicator corresponds to a map layer (see Fig.1). These indicators are multiplied to obtain the resource quantity of each unit and achieve the purpose of quantitative evaluation of resources.
For a grid unit i, the calculation formula of tonnage of wet crust is: Oweti(ton)= Areai(km?)xCoveragei{%)x Thicknessi(cm)xDensityi{g/cm®)xRcover{%)x 10%; (3) The calculation formula of tonnage of minable crust resource: Osuiti(ton)= Areai(km?)xCoveragei{%)x Thicknessi(cm)xDensityi{g/cm®)xRslopei(%)*x 104; (4) The calculation formula of tonnage of dry crust: DOiton)= Oweti(ton)x[1-Waterratio(%)]; (5) Tonnage of minable dry crust: DOsuiti(ton)= Osuiti(ton)x{1-Waterratio{(%)]; (6) The calculation formula of tonnage of a metal is: Metai{ton)= DOi(ton)xConcentration{%); {7) Tonnage of a minable metal: Msuiti{ton)= DOsuiti(ton)xConcentration(%); {8)
where, Owet; represents a wet crust tonnage of a grid unit i, Osuit represents a recoverable wet crust tonnage of the grid unit i, Area; represents a slope surface area of the grid unit i, Coverage; represents a crust coverage rate of an i" grid unit, Thickness; represents a crust thickness of the i grid unit, Density represents a crust wet density of the i" grid unit, Rcover; indicates a macroscopic crust coverage rate of the i" grid unit, Rslopei represents a ratio of slope suitable for mineral distribution of the i" grid unit, DO; and DOsuit respectively represent the tonnage of dry crust and recoverable dry crust of the ith grid unit, Metal represents a metal tonnage of the i" grid unit, Msuit represents a recoverable metal tonnage of the i" grid unit, Waterratio; represents a crust water ratio of the i" grid unit, and Concentration; represents the metal concentration of the it" grid unit.
S4. delineating key areas and resource quantities thereof according to the grid resources.
All grid units are sorted according to the recoverable resources or their total market value, and then the ore-rich units are combined in space with reference to the relevant spatial adjacency principles of the International Seabed Authority, and the mineral target area is delineated, as shown in Fig.l, and the references Dewen Du*, Xiangwen Ren, Shijuan Yan, Xuefa Shi, Yonggang Liu, Gaowen He .(2017a) An Integrated Method for the Quantitative Evaluation of Mineral Resources of Cobalt-rich Crusts on Seamounts. Ore Geology Reviews, 2017(84): 174-184 .DOL10 .1016/j .oregeorev .2017 .01 .011.
In the present invention, a target seamount slope is divided into a plurality of grid units, the geological station survey data is gridded to obtain the seamount cobalt-rich crusts resource parameters of various grid units, the slope mineralization characteristic parameters of the various grid units are obtained according to the seamount regional survey data, the resource quantities of the various grid units are calculated by combining the seamount cobalt-rich crusts resource parameters and mineralization characteristic parameters of the various grid units, the resource quantities of the various grid units are calculated and the key areas are delineated to finally achieve quantitative evaluation of seamount cobalt-rich crusts resources. In the present invention, the seamount slope mineralization characteristics of the various grid units include a macroscopic crust coverage rate, a ratio of slope suitable for mineral distribution, and a slope surface area. In addition to the traditional coverage rate, the macroscopic crust coverage rate is added to the method of the present invention, which avoids the defect that the coverage rate can only be observed locally but cannot be calculated regionally; the ratio of slope suitable for mineral distribution is intended to quantify the tonnage of wet crusts resources, which improves the quantitative evaluation accuracy of crusts resources; besides, the fitting calculation method of accumulating the minimum survey data grid slope area is used to calculate a slope surface area of the grid unit, which has the advantage of high precision.
The embodiments of the present invention have been described in detail with reference to the accompanying drawings, but the present invention is not limited to the above embodiments, and various changes can be made within the scope of knowledge available to those of ordinary skill in the art without departing from the purpose of the present invention.
Preferred embodiments of the invention
1. A quantitative evaluation method for a seamount cobalt-rich crusts resource, characterized by comprising the following steps: S1. dividing a target seamount slope into a plurality of grid units with the same area at intervals of equal length and width; S2. obtaining seamount cobalt-rich crusts resource parameters of various grid units by spatial interpolation calculation according to the geological station survey data, wherein the seamount cobalt-rich crusts resource parameters comprise a crust thickness, a crust water ratio, a crust wet density, a crust coverage rate, a metal concentration and the like; meanwhile, taking the grid units as objects, extracting seamount slope mineralization characteristics according to the regional survey data of water depth, wherein the seamount slope mineralization characteristics comprise a macroscopic crust coverage rate, a ratio of slope suitable for mineral distribution, a slope surface fitting area, and the like; S3. obtaining resource quantities of the various grid units through a joint calculation of the seamount cobalt-rich crusts resource parameters and various seamount slope mineralization characteristic parameters; and S4. sorting the grid units according to the resource quantities thereof, selecting the grid units with large adjacent resources, delineating key areas of cobalt-rich crusts resources and giving resource quantities of the key areas.
2. The quantitative evaluation method for a seamount cobalt-rich crusts resource according to embodiment 1, characterized in that the grid unit is a square area of 1-20 square kilometers.
3. The quantitative evaluation method for a seamount cobalt-rich crusts resource according to embodiment 1, characterized in that in the step S2, the geological station survey data are obtained by sampling survey, and the specific method is as follows: geological sampling points are arranged on a seamount slope according to the set distribution density, rock or ore samples are obtained at the sampling points by various mechanical methods, and then geological station samples are tested and analyzed in a laboratory to obtain geological station data; wherein the regional survey data of water depth refers to the data of full coverage or lateral coverage obtained by geophysical means.
4. The quantitative evaluation method for a seamount cobalt-rich crusts resource according to embodiment 1, characterized in that in the step S2, when calculating the seamount cobalt-rich crusts resource parameters of the various grid units, a spatial interpolation method is adopted to interpolate geological sampling station data into the various grid units.
5. The quantitative evaluation method for a seamount cobalt-rich crusts resource according to embodiment 4, characterized in that the spatial interpolation method is a grid moving average method or a Kriging method.
6. The quantitative evaluation method for a seamount cobalt-rich crusts resource according to embodiment 1, characterized in that in the step S2, the calculation formula of the macroscopic crust coverage rate is as follows: Reovery = Bian) xX 10054 Ny where, Rcover represents a macroscopic crust coverage rate of an i grid unit, Ni represents a total number of water depth points or water depth grid nodes in the i" grid unit, g represents a slope gradient of water depth point or data grid node, gmin and gmax respectively represent a minimum slope suitable for the development of cobalt-rich crust and a maximum slope suitable for underwater mechanical mining operation; the calculation formula of the ratio of slope suitable for mineral distribution is as follows: Rslope, = Em Bn) x 100% where, Rslopei represents a ratio of slope suitable for mineral distribution of an i" grid unit; the slope surface fitting area is calculated as follows: the 3D spatial surface area of a minimum grid is calculated according to the minimum grid of gridded multi-beam bathymetric survey data, then the 3D spatial surface area of all the minimum data grids in a grid unit i is accumulated, and a slope surface fitting area of the grid unit is obtained by fitting calculation.
7. The quantitative evaluation method for a seamount cobalt-rich crusts resource according to embodiment 6, characterized in that the minimum slope gmin Suitable for the development of a cobalt-rich crust is 4.8°, and the maximum slope gmax suitable for underwater mechanical mining operation is 15°.
8. The quantitative evaluation method for a seamount cobalt-rich crusts resource according to embodiment 1, characterized in that in the step S4, the calculation formula of the resource quantity of a grid unit is as follows: Oweti(ton)=Areai(km?)x Coverage; (%)x Thicknessi(cm)xDensityi{g/cm?)xReover{%)x 10%; Osuiti(ton)=Areai(km?)x Coverage: (%)xThicknessi(om)xDensityi(g/cm3)xRslopei(%)x 10%; DOi(ton)= Oweti{ton)x[1-Water ratioi(%)];
DOsuit{ton)=Osuit(ton)x[1-Water ratioi%)]; Metai(ton)=DOi(ton)xConcentrationi(%); Msuiti(ton)=DOsuiti{ton)xConcentrationi(%);
where, Owet represents a wet crust tonnage of a grid unit i, Osuit represents a recoverable wet crust tonnage of the grid unit i, Area; represents a slope surface area of the grid unit i, Coverage; represents a crust coverage rate of an i" grid unit, Thickness; represents a crust thickness of the i grid unit, Density; represents a crust wet density of the i" grid unit, Rcover; indicates a macroscopic crust coverage rate of the i" grid unit, Rslope; represents a ratio of slope suitable for mineral distribution of the i" grid unit, DO; and DOsuit respectively represent the tonnage of dry crust and recoverable dry crust of the in grid unit, Metal; represents a metal tonnage of the i" grid unit, Msuit represents a recoverable metal tonnage of the i" grid unit, Water ratio;
represents a crust water ratio of the i" grid unit, and Concentration; represents the metal concentration of the i" grid unit.
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