CN117744898B - Construction method of annual prediction model of yield of field grain crops - Google Patents
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Abstract
The invention belongs to the field of crop yield prediction, and discloses a method for constructing an annual prediction model of yield of field grain crops, which comprises the following steps: s1: acquiring remote sensing data corresponding to a vegetation index optimal point and a key nutrition growth stage P1 and a reproductive growth stage P2 in a crop growing period; s2: acquiring month-average relevant meteorological indexes of each growth stage of crops; s3: layering and nesting meteorological data and satellite remote sensing data to construct a yield prediction model of multi-layer regression; s4: and obtaining global optimal parameters of the yield prediction model according to the actually measured yield data set to obtain a final yield prediction model. The method comprehensively considers the influence of crop growth rules and climate factors, combines satellite observation data and regional meteorological information, has strong universality, good cross-regional property and simple input, is suitable for large-space-scale yield prediction, can realize accurate prediction of yield three to four weeks before harvesting, provides decision basis and scientific guidance for agricultural production, and promotes grain income.
Description
Technical Field
The invention belongs to the field of crop yield prediction, and particularly relates to a method for constructing an annual prediction model of the yield of field grain crops.
Background
In recent years, crop yield prediction has become a research hotspot in the field of agricultural science, and has a key effect on solving the problem of grain production. Therefore, the accurate prediction of the yield and the promotion of the yield development of the field grain crops are new requirements for implementing accurate agriculture in China, and the accurate and timely prediction of the yield of the crops has great significance for the national formulation of related grain policies.
Conventional yield estimation methods include statistical methods based on historical yield, sample investigation methods based on sample data analysis and expert experience methods based on field investigation, so that a yield prediction mode is realized. However, the conventional production estimation method is large in workload and low in efficiency. The sample method is 'point-substituted surface', and the expert experience method is high in subjectivity, practical significance and the achievable estimated yield target can not meet corresponding requirements, so that the large-scale development of crop estimated yield is hindered.
The existing stage has feasibility of predicting crop yield in seasons by using remote sensing data. The remote sensing estimation means which are realized at present can be divided into crop models and experience models. The crop model based on the physiological and ecological mechanism can simulate and generate the yield by simulating and predicting the growth and development of crops or combining a great amount of remote sensing data obtained efficiently by the crop model and an assimilation algorithm. Although the crop model takes mechanization as an advantage, parameters in prediction are complex, a large amount of data from field investigation is needed, the localization of the parameters is complex, the acquisition difficulty is high, time and labor are consumed, and the model operation efficiency is low. Statistical models are therefore more widely used in large-scale yield predictions than process-based crop models. The regression model based on the remote sensing information and the machine learning algorithm combining the remote sensing information and the environmental factors have simple structures, and can achieve a good prediction effect. But is limited to a specific research area and growing season, the former is easily affected by vegetation index saturation, applicability is poor, and the latter is computationally complex and labor-consuming because of the input of a large amount of data.
Therefore, although the mode of predicting the yield based on the remote sensing technology is mature gradually, the model is limited by the data requirement of the model itself or by the space-time expansion of the model which cannot be met by the model architecture, and generalization on the annual and regional scale is difficult on the premise of ensuring the estimated yield accuracy. In order to meet the application requirements of large areas, how to rely on satellite remote sensing data to construct an efficient yield model crossing the annual and area becomes one of the focus of crop yield prediction research.
Disclosure of Invention
In order to solve the technical problems, the invention comprehensively considers the influence of crop growth rules and climate factors, combines satellite observation data and regional weather information, provides a method for constructing an annual prediction model of the yield of the field grain crops, has strong universality, good cross-territory property and simple input, is suitable for large-space-scale yield prediction, can realize accurate prediction of the yield three to four weeks before harvesting, provides decision basis and scientific guidance for agricultural production, and promotes grain income increase.
The technical scheme adopted in the invention is as follows:
A construction method of annual prediction model of yield of field grain crops comprises the following specific steps:
S1: acquiring satellite remote sensing data, and preprocessing to obtain remote sensing data corresponding to a vegetation index optimal point and a key nutrition growth stage P1 and a reproductive growth stage P2 in a crop growing period;
s2: acquiring historical meteorological data and forecast data, and processing to obtain month-average relevant meteorological indexes of each growth stage of crops;
s3: layering and nesting meteorological data and satellite remote sensing data to construct a yield prediction model of multi-layer regression;
S4: and obtaining global optimal parameters of the yield prediction model according to the actually measured yield data set to obtain a final yield prediction model.
Preferably, the specific method of step S1 is as follows:
S1-1: according to the annual growth characteristics of the crops, determining the dates corresponding to a key nutrition growth stage P1 and a reproduction growth stage P2 in the key growth stages of the crops;
S1-2: acquiring a surface reflectivity image data set of crops, calculating a vegetation index VI based on the surface reflectivity image data set, and acquiring the vegetation index VI in a selected time range;
S1-3: fitting the obtained vegetation index VI into a time-series index curve, wherein the starting time of the index curve is the starting date of the key nutrition growth phase P1 of the crop, and the ending time is the estimated ending date of the reproduction growth phase P2 of the crop;
S1-4: selecting a vegetation index maximum value on an index curve, and marking the vegetation index maximum value as VI max, wherein the vegetation index maximum value represents the maximum growth degree of crops;
s1-5: calculating the average value of vegetation indexes of the key nutrition growth stage P1 and the reproductive growth stage P2 respectively, wherein the average value of the vegetation indexes of the key nutrition growth stage P1 is recorded as VI mean1 and represents the growth vigor degree of the early-stage crops; the average value of the vegetation index in the reproductive growth stage P2 is recorded as VI mean2 and represents the yield formation degree of the later-period crops.
Preferably, the specific method of step S2 is as follows:
s2-1: acquiring an analysis data set and weather forecast data which comprise meteorological types influencing crop yield, and acquiring current month-average related meteorological data;
S2-2: calculating the average value of the month-to-month relevant meteorological data of the month corresponding to the last ten years according to the months of the critical growth stage of the crops;
S2-3: dividing the current month-to-month relevant weather data quantity by the ten-year month-to-month relevant weather data quantity average value to obtain a final month-to-month relevant weather index;
s2-4: and acquiring month-average related meteorological indexes corresponding to the key nutrition growth stage P1 and the reproduction growth stage P2 respectively.
Preferably, in step S3, the vegetation index and the weather index related to the lunar average are combined, layered nesting is performed, the weather data is used as an influencing factor, the relation between the vegetation index and the yield of crops in different places is regulated, a layered linear model HLM is introduced to analyze the influence of different layered prediction variables on the prediction value, and a yield prediction model of a multilayer structure is constructed.
Preferably, the specific structure of the yield prediction model constructed in step S3 is as follows: model Level-1 layer, including vegetation indices VI max、VImean1 and VI mean2, specifically expressed as: (1) ; wherein YIeld represents crop Yield, and VI mean1 represents early crop growth condition of the key nutrition growth stage P1; VI max represents the maximum crop growth; VI mean2 represents the extent of post crop yield formation in the reproductive growth stage P2, The intercept is indicated as the intercept and,、、The regression coefficient of the model is represented, and r represents the random error of the model Level-1 layer; model Level-2 layer, level-1 layer、、、The parameters are dependent variables, and the dependent variables are adjusted by month-average relevant meteorological indexes: (2) ; in the method, in the process of the invention, Respectively in Level-1、、、；Representing the intercept; representing a random error, the random error is represented, Representing the ith monthly th associated weather indexN represents the number of month-average related meteorological indexes MI; for the followingThe change of j causes the weather index MI related to both n and month to change correspondingly, forCoefficient corresponding to VI max Month-to-month correlated weather index MI is a month-to-month monthly-correlated weather index of a key growth stage; for the corresponding coefficient of VI mean1 The month-average relevant weather index MI refers to the month-average relevant weather index of the critical vegetative growth phase P1; for the corresponding coefficient of VI mean2 The month-average relevant weather index MI refers to the month-average relevant weather index of the reproductive growth stage P2. Preferably, the parameter solving method of the yield prediction model in step S4 is as follows: the indicators in each piece of data in the measured yield dataset include: and (3) the yield, VI max,VImean1,VImean2 and month-average relevant meteorological indexes of the key growth stage are calculated by adopting an extremum of a nonlinear programming based on the data set, setting a target error and the number of iterative calculation, and determining a global optimal parameter through iteration by inputting an actually measured yield data set to realize the construction of a yield prediction model.
The beneficial effects are that: the invention provides a method for constructing an annual prediction model of yield of field grain crops, which has the following advantages compared with the prior art: (1) The method reflects the deviation degree of the weather conditions from the normal conditions by comparing the weather data with the annual average values based on satellite remote sensing and regional weather data, fully considers the influence effect of the weather conditions on the crop growth process, and realizes large-scale high-precision prediction of crop yield by coupling the remote sensing and the weather data in a layering manner.
(2) The model constructed by the method is easy to obtain the required parameters, is simple and convenient to calculate, is particularly rich in available remote sensing data sources, and has good application prospect and huge market value along with the continuous shortening of satellite remote sensing revisit period and the continuous updating of sensing technology, the yield prediction model constructed by the method is high in universality and simple in structure, a better solution is provided for timely and efficient yield prediction, decision basis and scientific guidance can be provided for agricultural production by predicted yield information, and the increase of grain in the field is promoted.
Drawings
FIG. 1 is a timing curve fitting chart of the remote sensing vegetation index of example 1;
FIG. 2 is a statistical graph of the prediction accuracy of the yield model of example 1;
FIG. 3 is a statistical graph of model accuracy under different yield conditions for example 1;
Fig. 4 is a statistical graph of model accuracy under the influence of drought conditions in example 1.
Detailed Description
In order to better understand the technical solutions of the present application for those skilled in the art, the following description of the technical solutions of the embodiments of the present application will be clearly and completely described, and it is obvious that the described embodiments are only some embodiments of the present application, not all embodiments. All other embodiments, which can be made by those skilled in the art based on the embodiments of the present application without making any inventive effort, shall fall within the scope of the present application.
Examples
A construction method of annual prediction model of yield of field grain crops comprises the following specific steps:
S1: acquiring satellite remote sensing data, and preprocessing to obtain remote sensing data corresponding to a vegetation index optimal point and a key nutrition growth stage P1 and a reproductive growth stage P2 in a crop growing period; in this embodiment 1, the acquisition and processing of satellite remote sensing data are all completed by a GEE (Google EARTH ENGINE) platform. The specific method comprises the following steps:
S1-1: in the embodiment 1, the satellite image data selects a Sentinel-2 data set, and the corresponding month of the key growth stage of the crop is determined according to the annual growth characteristics of the crop (for example, the period from the node pulling period to the flowering period of winter wheat is concentrated for 3-4 months and is marked as a key nutrition growth stage P1, the period from the flowering period to the harvesting period is concentrated for 5 months and is marked as a reproductive growth stage P2);
S1-2: selecting and storing a Sentinel-2Level-2A grade surface reflectivity image dataset 'COPERNICUS/S2_SR_ HARMONIZED' in a GEE platform, wherein the data is subjected to terrain and atmosphere correction, calculating a vegetation index VI (Vegetation index), and acquiring the vegetation index of a selected time range (namely, the month corresponding to the critical growth stage of the crop determined in step S1-1);
S1-3: fitting the obtained vegetation index VI in the selected time range into a time-series index curve, as shown in figure 1, wherein the starting time of the index curve is the starting date of the key nutrient growth stage P1 of the crop, and the ending time is the estimated ending date of the reproductive growth stage P2 of the crop; s1-4: selecting a vegetation index maximum value on an index curve, and marking the vegetation index maximum value as VI max, wherein the vegetation index maximum value represents the maximum growth degree of crops;
s1-5: calculating the average value of vegetation indexes of the key nutrition growth stage P1 and the reproductive growth stage P2 respectively, wherein the average value of the vegetation indexes of the key nutrition growth stage P1 is recorded as VI mean1 and represents the growth vigor degree of the early-stage crops; the average value of the vegetation index in the reproductive growth stage P2 is recorded as VI mean2 and represents the yield formation degree of the later-period crops.
S2: and acquiring historical meteorological data and forecast data, and processing to obtain meteorological indexes of each growth stage of the crops. The specific method comprises the following steps:
S2-1: acquiring an analysis data set and weather forecast data which comprise meteorological types influencing crop yield, and acquiring current month-average related meteorological data; in this example 1, the meteorological data selects the analysis dataset ERA5 of ECMWF, and the era5_land dataset "ECMWF/era5_land/HOURLY" of hour-by-hour resolution is used in the GEE platform. The analysis data set ERA5 contains three meteorological types of rainfall, solar radiation and temperature, and the month average rainfall Pre, month average solar radiation Rad and month average temperature Tem are calculated based on the analysis data set ERA5, and the resolution is 0.1 degree x 0.1 degree. In addition, for the weather conditions of the unknown key growth stage, future weather data and current known data are obtained through weather forecast data of a weather bureau to participate in calculation, and month average weather data of the last key month is obtained.
S2-2: according to months of the critical growth stage of crops, calculating a month-by-month average precipitation average value, a monthly solar radiation average value and a monthly temperature average value of months corresponding to the last ten years;
S2-3: dividing the current corresponding monthly precipitation, month average solar radiation quantity and monthly temperature with a month average precipitation quantity average value, a monthly solar radiation quantity average value and a monthly temperature average value respectively to obtain a final month average precipitation quantity index rPre, month average solar radiation quantity index rRAd and month average temperature index rTem which are used for reflecting the degree of deviation of meteorological data from normal values;
s2-4: and acquiring month-average related meteorological indexes corresponding to the key nutrition growth stage P1 and the reproduction growth stage P2 respectively.
S3: and combining the vegetation indexes with the weather indexes related to the lunar average, performing multi-level nesting, taking weather data as an influence factor, regulating and controlling the relation between the vegetation indexes and the yield of crops at different places, introducing a hierarchical linear model HLM to analyze the influence of different hierarchical prediction variables on the prediction value, and constructing a yield prediction model of a multi-layer structure. In this embodiment 1, a hierarchical linear model HLM is introduced to analyze the influence of two-layer prediction variables on the predicted values, and a yield prediction model of a two-layer structure is constructed, and the specific model structure is as follows:
Introducing a hierarchical linear model HLM to analyze the influence of different hierarchy prediction variables on a prediction value, and constructing a yield prediction model of the multilayer structure; in the model Level-2 layer, the Level-1 layer 、、、The parameters are dependent variables, and the dependent variables are adjusted by annual and regional difference factors, namely, month-average relevant meteorological indexes: (2) ; in the method, in the process of the invention, Respectively in Level-1、、、；Representing the intercept; representing a random error, the random error is represented, Representing the ith monthly th associated weather indexN represents the number of month-average related meteorological indexes MI; in this example 1, there are three month-average related meteorological indexes MI, specifically including a month-average precipitation index rPre, a month-average solar radiation index rRad, and a month-average temperature index rTem. Wherein,The change of j causes the weather index MI related to both n and month to change correspondingly, forCoefficient corresponding to VI max Month-to-month correlated meteorological index MI is month-to-month precipitation index rPre, month-to-month solar radiation index rRad and month-to-month temperature index rTem of the key growth stage; for the corresponding coefficient of VI mean1 The month-average related meteorological index MI refers to a month-average precipitation index rPre, a month-average solar radiation index rRad and a month-average temperature index rTem of the key vegetative growth stage P1; for the corresponding coefficient of VI mean2 The month-average related meteorological index MI refers to a month-average precipitation index rPre, a month-average solar radiation index rRad, and a month-average temperature index rTem of the reproductive growth stage P2. S4: and obtaining the global optimal parameters of the yield prediction model to obtain the final yield prediction model. In this example 1, all unknown parameters in the yield prediction model based on the hierarchical linear model can be calculated from the existing measured yield dataset. Each piece of data in the measured yield dataset includes the following: yield, month average precipitation index rPre, month average solar radiation index rRad, and month average temperature index rTem for key growth stages of VI max,VImean1,VImean2,. The process of solving the unknown parameters can also be called as extremum solving of nonlinear programming, setting target errors (i.e. acceptable minimum errors) and iterative calculation times, and determining globally optimal parameters in multiple iterations by inputting the actually measured yield data set, so that the construction of a yield prediction model is realized.
In this example 1, the yield was measured in the field, and during the harvest period of the crop, a five-point sampling method was used in the field, and 5 evenly grown sample points (1 m 2/point) were selected for the actual harvest measurement, requiring that the sample points were more than 10 meters from the peripheral boundary of the field, to reduce the effect caused by the edge effect. And (5) carrying out standard measurement and calculation on dry weight, water content and the like on the collected seeds to obtain the yield of the field. Meanwhile, a month average precipitation index rPre, a month average solar radiation index rRad and a month average temperature index rTem of the VI max,VImean1,VImean2, key growth stage corresponding to the point are calculated according to steps S1 and S2. In the present invention, the acquisition and selection of the actual yield dataset can be determined by those skilled in the art according to the actual requirements, and are conventional technical means, and therefore will not be described in detail.
In the invention, the selection of the type and the number of the relevant meteorological data can be selectively designed by a person skilled in the art according to the actual requirements of the crop types and the like predicted by actual requirements.
Yield prediction model performance verification in example 1:
the results of model verification on two types of field grain crops of wheat and rice show that the yield prediction model constructed by using the HLM method to couple the remote sensing data and the meteorological data in the crop growth process has errors lower than 15% in the yield results of 4 years continuously in a provincial range, has better precision and stability between the years and the areas, and shows that the use of the HLM for predicting the yield in the season has great potential and can realize expansion in time and area scale.
Specific application of example 1:
(a) And (3) data acquisition:
Taking a Shandong province wheat yield model as an example, according to actual measurement yield data of wheat obtained from a plurality of fields in Shandong province in 4 years, generating a time sequence curve of EVI2 vegetation indexes of 3 months, 1day and 5 months and 31 days of each field corresponding to the year in a GEE platform by recording longitude and latitude of the fields, obtaining EVI2 max from the curve, mainly distributing in the next ten days of 4 months and the last ten days of 5 months, and simultaneously obtaining EVI2 mean1 and EVI2 mean2 by calculation according to P1 and P2. Pre03, pre04, pre05, rad03, rad04, rad05, tem03, tem04, tem05 in ERA5 were calculated in the GEE platform, and nine meteorological parameters were divided by the mean meteorological values of the last ten years of the corresponding month, respectively, to give rPre, rPre, rPre, rRAD03, rRAD04, rRAD05, rTem03, rTem04, rTem05.
(B) Model construction:
The specific form of the constructed model is as follows: (3) ; as in the formula (1), 、、AndThe intercept and regression coefficients of the first layer regression equation are respectively calculated by the meteorological data of the model Level-2 layer: ; as in the formula (2), Representing the ith monthly th associated weather indexN represents the number of month-average related meteorological indexes MI; for the followingAndMonth-average related meteorological index participating in calculationComprises rPre03, rPre04, rPre05, rRad03, rRad04, rRad05, rTem03, rTem04, rTem05, 9 parameters in total; for the followingMonth-average related meteorological index participating in calculationComprises rPre, rPre, rRAD03, rRAD04, rTem, rTem, and 6 parameters in total; for the followingMonth-average related meteorological index participating in calculationComprises rPre parameters, rRAD05 and rTem 05.
(C) Model accuracy verification
The model was verified using 163 total yield data in total in 4 years, and as shown in fig. 2, the verification accuracy of the model is 89.71%, and the estimated yield error is 39.78 kg/mu. For wheat with a yield below 467 kg/mu (7 t/ha), the estimated yield error is 52.23 kg/mu as shown in FIG. 2. For wheat subjected to drought stress in the early stage, as shown in FIG. 3, the estimated yield error is 35.33 kg/mu. In the growth and yield formation process of crops, meteorological factors such as rainfall, solar radiation, temperature and the like can influence the growth of roots and leaves and the differentiation of stem nodes in the vegetative growth stage of crops, can influence the differentiation of spikes in the combined stage of vegetative growth and reproductive growth, and can influence the crop development by influencing photosynthesis. Meanwhile, the weather environment has different effects on yield in different growth stages, for example, in the early growth stage (key nutrition growth stage P1), the rainfall excessively limits the crop growth, and in the later growth stage (reproduction growth stage P2), the crop development is promoted by proper temperature and rainfall. Thus, crop growth is independent of the combined effects of the various meteorological environmental conditions during the reproductive cycle. Therefore, the invention aims at the limitation of different area environments in the current crop yield prediction, combines the vegetation index and the meteorological data according to the influence effect of the meteorological conditions on the crop growth and yield formation, uses the meteorological data to adjust the relation between the remote sensing vegetation index and the yield, and establishes a yield prediction model based on a layered linear model. The actual data verification can well realize the yield prediction of farm crops in a provincial range for years, overcomes the limitation of inconsistency of the relation between the remote sensing vegetation index and the yield in cross-region and cross-annual dimensions, has better interpretation than a black box model of machine learning, and can realize time and space expansion than a traditional statistical model.
The foregoing is merely a preferred embodiment of the present invention and it should be noted that modifications and adaptations to those skilled in the art may be made without departing from the principles of the present invention, which are intended to be comprehended within the scope of the present invention.
Claims (2)
1. The annual prediction model construction method for the yield of the field grain crops is characterized by comprising the following specific steps:
S1: the method comprises the steps of obtaining satellite remote sensing data, preprocessing to obtain remote sensing data corresponding to a vegetation index optimal point and a key nutrition growth stage P1 and a reproductive growth stage P2 in a crop growth period, and specifically comprises the following steps:
S1-1: according to the annual growth characteristics of the crops, determining the dates corresponding to a key nutrition growth stage P1 and a reproduction growth stage P2 in the key growth stages of the crops;
S1-2: acquiring a surface reflectivity image data set of crops, calculating a vegetation index VI based on the surface reflectivity image data set, and acquiring the vegetation index VI in a selected time range;
s1-3: fitting the acquired vegetation index VI into a time-series index curve, wherein the starting time of the curve is the starting date of the key nutrition growth phase P1 of the crop, and the ending time is the estimated ending date of the reproduction growth phase P2 of the crop;
S1-4: selecting a vegetation index maximum value on an index curve, and marking the vegetation index maximum value as VI max, wherein the vegetation index maximum value represents the maximum growth degree of crops;
S1-5: calculating the average value of vegetation indexes of the key nutrition growth stage P1 and the reproductive growth stage P2 respectively, wherein the average value of the vegetation indexes of the key nutrition growth stage P1 is recorded as VI mean1 and represents the growth vigor degree of the early-stage crops; the average value of vegetation indexes in the reproductive growth stage P2 is recorded as VI mean2 and represents the yield formation degree of later crops;
S2: acquiring historical meteorological data and forecast data, and processing to obtain meteorological indexes of each growth stage of crops; the specific method comprises the following steps:
S2-1: acquiring an analysis data set and weather forecast data which comprise weather types influencing crop production, and acquiring current month-average related weather data quantity;
S2-2: calculating a month-by-month average related meteorological data quantity average value of months corresponding to the last ten years according to the months of the key growth period;
s2-3: dividing the current month-to-month related weather data quantity by the ten-year month-to-month related weather data quantity average value to obtain a final month-to-month related weather index MI;
s2-4: acquiring month-average meteorological indexes MI corresponding to the key nutrition growth stage P1 and the reproduction growth stage P2 respectively;
S3: carrying out multi-level and multi-level nesting on meteorological data and satellite remote sensing data, and constructing a yield prediction model of multi-level regression; the specific method comprises the following steps: combining the vegetation index and the meteorological index, performing layered nesting, taking meteorological data as an influence factor, regulating and controlling the relation between the vegetation index and the yield of crops in different places, introducing a layered linear model HLM to analyze the influence of different layered prediction variables on a prediction value, and constructing a yield prediction model of a multilayer structure, wherein the specific structure of the yield prediction model is as follows: model Level-1 layer, including vegetation indices VI max、VImean1 and VI mean2, specifically expressed as: In the/> Representing crop yield, VI mean1 representing early crop vigor of the critical vegetative growth stage P1; VI max represents the maximum crop growth; VI mean2 shows the extent of post crop yield formation in the reproductive growth stage P2,/>Representing intercept,/>Regression coefficient representing model,/>Representing the random error of the model Level-1 layer; model Level-2 layer, level-1 layer/>、/>Parameters exist as dependent variables, and the dependent variables are adjusted by annual and regional difference factors, namely meteorological indexes MI: In the/> =0,1,2,3/>Respectively represent/>, in Level-1、；/>Representing the intercept; /(I)Representing random errors,/>Indicating i-th meteorological index/>N represents the number of meteorological indexes MI; for/>=0,1,2,3/>The change in j causes the n and the meteorological index MI to change as well, for/>And/>Corresponding coefficient/>The meteorological index MI is a monthly related meteorological index month by month in a key growth stage; for/>Corresponding coefficient/>The meteorological index MI refers to month-average related meteorological indexes of the key nutrition growth stage P1; for/>Corresponding coefficientsThe meteorological index MI refers to a month-average related meteorological index of the reproductive growth stage P2;
s4: and obtaining a global optimal parameter of the yield prediction model according to the actually measured yield data set to obtain a final yield prediction model.
2. The method for constructing an annual prediction model of yield of field food crops according to claim 1, wherein the parameter solving method of the yield prediction model in step S4 is as follows: each piece of data in the measured production dataset must contain the following indices: the yield of the product is improved,，/>，/>And month-average relevant meteorological indexes of the key growth stage, based on the data set, adopting extremum solution of nonlinear programming, setting target errors and iterative calculation times, and determining globally optimal parameters in multiple iterations by inputting the actually measured yield data set to realize the construction of a yield prediction model.
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