3.2.1. Evolution of Pesticide and Fertiliser Application Efficiency in China and International Comparison
Despite remarkable achievements in China’s rural green development in recent years, the long-term crude growth has made China a typical agricultural production area dependent on pesticides and chemical fertilisers, and there is still a huge gap between China and developed counties in the control of pesticides and chemical fertilisers. This paper applies the calculation model of relative output rate and comprehensive efficiency of fertiliser proposed by Liu Qinpu et al. [
36] to data provided by the Food and Agriculture Organisation of the United Nations on fertiliser application and grain production in each country from 2002 to 2016. We conducted a comparative study of the intensity and efficiency of fertiliser and pesticide application in China and the UK, France, the US, and the Netherlands to explore not only the changing patterns of fertiliser and land-use efficiency in China and major European and American countries but also the problems of fertiliser and pesticide application in China [
37].
(1) Fertiliser and pesticide application intensity
FI refers to the amount of fertiliser applied per unit of crop sown area, and it is an important indicator in measuring the efficiency of fertiliser utilisation in a country. The calculation equation is
where
FI denotes fertiliser application intensity, kg/hm
2;
M denotes total fertiliser application, kg; and
A denotes crop sown area, hm
2.
PI refers to the amount of pesticides applied per unit of crop sown area, and it is an important indicator in measuring the efficiency of pesticide use in a country. The calculation equation is
where
PI indicates the intensity of pesticide application, kg/hm
2;
N indicates the total amount of pesticide application, kg;
A indicates the crop sown area, hm
2.
(2) Relative output rate of fertiliser and pesticide application
The
FO refers to the yield of agricultural products per unit of fertiliser input and is computationally equal to the grain yield divided by the
FI. As
FO is a relative measure of intensity with a quantitative scale, it has no maximum upper limit, and it is inconvenient to make a typology of either high or low efficiency. To facilitate comparison of fertiliser application efficiency in different countries, with reference to the DEA method for measuring relative efficiency [
21], the concept of Fertiliser Application Relative Output Rate (
FRO), which is the ratio of a given
FO to the maximum
FO, has been proposed. The calculation equation is as follows:
where
FRO denotes the relative output rate or net efficiency of fertiliser application;
FO denotes the fertiliser application output rate,
FOMAX denotes the maximum fertiliser application output rate, kg/kg; and
Y denotes the crop yield, kg/hm
2.
The
PO refers to the yield of agricultural products corresponding to each unit of pesticide input, and the concept of relative output rate of pesticide application (
PRO) is proposed in the same way, that is, the ratio of the output rate of a certain pesticide application to the maximum
PO. The calculation equation is as follows:
(3) Yield scale factor
To reflect the crop yield scale of fertiliser and
POs, we propose the concept of yield scale coefficient (
YS), which is the ratio of the yield of a certain unit of sown area of a crop to the yield of the highest unit of sown area, reflecting the scale effect of crop production. The larger the
YS, the higher the crop yield indicated. The calculation equation is
where
YS denotes the yield scale factor, and
YMAX denotes the maximum yield, kg/hm
2.
(4) Efficiency of integrated application of fertilisers and pesticides
To reflect the scale effect of fertiliser application, the concept of Fertilisation Integrated Efficiency (
FIE) is proposed as the open square of the product of the crop yield scale factor and the relative output rate of fertiliser application, calculated as
where
FIE indicates the integrated relative output rate of fertiliser application, i.e., the integrated efficiency, and the larger the integrated efficiency, the better the combined effect of the
FRO and crop yield.
3.2.2. Factor Decomposition Analysis
This paper adopts the LMDI method [
38] to factorise the total fertiliser and pesticide use in China; this method has been used widely because of its many excellent features. The LMDI method can not only eliminate the unexplained residual terms but also deal with the problem of zero values in the data, and it has desirable characteristics such as a simple calculation process and intuitive decomposition results. The LMDI method can make the model results more convincing. By compiling the existing studies in the literature (see
Table S1, we selected the value added of the primary industry, the scale of rural operations, and the total producer price index of agricultural products as the three decomposition factors of total fertiliser and pesticide use [
39].
(i) Influence of primary industry value added on total fertiliser and pesticide use.
The application of pesticides and chemical fertilisers can boost crop yields and reduce farmers’ agricultural capital investment. In most provincial areas of China, there is a correlation between grain production and fertiliser application. Grain production is very highly dependent on fertiliser application, which is increasing year by year, and the phenomenon of random and additive fertiliser application is widespread in China [
40]. The application of pesticides can easily and quickly reduce the damage to crops from pests and diseases.
(ii) Impact of the scale of rural operations on total fertiliser and pesticide use.
Research shows that the coexistence of different farming operation scales is a long-standing social phenomenon in China, and different scales of farming operation affect farming behaviour, such as production inputs, labour allocation, technology adoption, and planting motivation of farming households. The scale of rural operations plays a key role in the sustainable development of agriculture, and it has a profound impact on the economic and environmental performance of agricultural production [
41]. In general, the larger the scale of the rural operation, the higher the level of machinery used. This facilitates the application of precision fertilisation techniques and management based on scientific knowledge, and the scale of the operation is more dependent on income from farmland and, thus, more sensitive to increases in fertiliser prices compared to the case with small farmers [
42]. At the same time, the larger the scale of the operation, the more urgent the need for farmers to improve crop production through application of fertilisers and pesticides to provide nutrients for crops and kill pests, respectively, which may motivate farmers to increase their use. Therefore, there is a need to empirically test the impact of the scale of rural operations.
(iii) Influence of total agricultural producer price index on total fertiliser and pesticide use.
Agricultural product prices are an important component of the agricultural market. Price fluctuations of agricultural product affect not only the overall operation of the agricultural economy but also all aspects of agricultural production. Food output is directly related to farmers’ production investment. Farmers play a pivotal role in production investment. Price fluctuations of agricultural products as a signal of market changes influence farmers’ production investment decisions. According to the rational man assumption, farmers are profit maximisers in an ideal market model. When the prices of production factors remain constant, an increase in the price of agricultural products will cause an increase in expected returns, and farmers will tend to increase factor inputs to the point where marginal cost equals marginal return. Fertilisers and pesticides are important factors of production, and when the price of agricultural products falls, farmers may reduce fertiliser and pesticide inputs to obtain a relatively high net profit. The increase in agricultural product prices may also cause an increase in inputs of materials such as fertilisers and pesticides for farmers. In the current context of steadily increasing agricultural product prices, China’s agricultural policy orientation has shifted from increasing production to focusing on greenness and quality, and reduction in fertiliser use is an inevitable requirement for green, healthy, and sustainable agricultural development [
43]. Consequently, there is a need to both clarify the relationship between the prices of agricultural products and fertiliser use and guide farmers to reduce their use of fertiliser on the basis of ensuring stable growth of farmers’ incomes.
We used the LMDI model to process the data and decompose the total fertiliser and pesticide use into three factors: the value added of primary industry, the scale of rural operation, and the total producer price index of agricultural products. The LMDI calculates the specific influence and contribution of each factor to either the increase or the decrease in use of fertilisers and pesticides, and the results can then be analysed to identify the main factors influencing the total fertiliser and pesticide use. The additive equation of LMDI is expressed as follows:
where F
t and F
0 denote the total fertiliser–pesticide use in period t and the base period, respectively; ΔF
GDP-pi represents the change in total fertiliser and pesticide use due to value added in the primary sector; ΔF
TPPPI-ap represents the change in total fertiliser and pesticide use due to agricultural producer prices; and ΔF
FLCI represents the change in total fertiliser and pesticide use due to the scale of rural operations.
Table 1 presents the equations for each decomposition parameter.
3.2.3. Cluster Analysis
The results of the factor decomposition analysis reveal that the value added of the primary industry has the most significant impact on fertiliser and pesticide use. To understand the characteristics of the relationship between the intensity of fertiliser and pesticide application and crop yield in each province, this paper presents the intensity of fertiliser and pesticide use and the value added of primary industry in each province in recent years. First, the 31 provinces have been classified into the following four categories: high-intensity, high-yield (HS–HY); high-intensity, low-yield (HS–LY); low-intensity, high-yield (LS–HY); and low-intensity, low-yield (LS–LY), using the intensity of pesticide use as the intensity indicator and the value added of primary industry as the yield indicator.
Then, the intensity of fertiliser and pesticide application in each province was equated to a horizontal coordinate, the value added of primary industry in each province was equated to a vertical coordinate, and the results were arranged in descending order. The distance between each point and the top of the histogram shows the combination of intensity–yield characteristics. Lastly, we used the four provinces closest to the fixed points of the histogram as the initial clustering centres and the Euclidean distance for clustering analysis. The different provinces have been classified within the four different intensity–yield categories [
44].