When making a feed plant location decision, a
number of factors need to be considered, including
but not limited to location, land availability,
environmental impact, supply chain convenience,
community response, and laws and regulations. In
addition, with the increasing global concern for
sustainable development, the site selection of feed
factories also needs to take into account the protection
of the environment, the commitment of social
responsibility and the standardization of corporate
governance (Li, 2017). The problem of feed plant
location needs to be considered from a multi-
dimensional direction, such as the policy problem of
plant location, production line layout, labor market
and other aspects. At the same time, in the context of
the development of global green industry, this paper
also needs to consider the solution of pollution
problems. In China, there are strict laws related to
pollutant treatment and strict health management for
feed enterprises. In the preliminary preparation,
Kamran et al. (2024) conducted in-depth discussion on
a series of issues such as whether the general plan is
reasonable, whether the detailed design of the single
building is applicable, and the automation level, labor
intensity, production efficiency, product quality,
production cost and corporate image of the
subsequent feed plant production management. The
multi-mode raw material reception and plant model
are introduced. In terms of supply chain and
personnel management, Iunderstand and analyze. For
example, optimize and adjust the soundness of supply
chain and procurement process management, and
train employees to increase their cost awareness.
Finally, this paper draws more views, and makes
comprehensive consideration from market capacity,
transportation network, sales radius, local laws and
regulations.
2 METHODS
In this study, multidimensional and three-
dimensional analysis of feed mill site selection was
conducted through analytic hierarchy process, and
comprehensive analysis was conducted through
expert scoring.
2.1 Numerical Source
To determine the influencing factors of feed mill site
selection, this paper selects the methods of literature
review and expert scoring. The analytical hierarchy
Process (AHP) is used to analyze the influencing
factors (
Nandi et al., 2024). This method can make up
for the shortcomings of many quality management
analysis methods, such as only qualitative analysis
and unable to judge the influence degree of each
factor. Through the combination of qualitative and
quantitative analysis, the analysis results are more
scientific and intuitive, and provide more favorable
and reliable basis for management decision-making.
2.2 Method Introduction
Hierachy Process was founded by American
professor Satty. The principle is to divide the problem
to be solved into different levels according to the
target layer, criterion layer and index layer. Experts
compare the importance of each index according to
the actual situation and experience (
Liang et al., 2008).
The eigenvectors of the judgment matrix and the
priority weights of indicators at each level relative to
the indicators at the previous level are calculated.
Finally, weighted average method is used to
summarize the weight coefficient of each indicator
relative to the overall target. The largest factor is the
most important influencing factor. The calculation
steps are as follows:
First, establish hierarchical structure model.
Analyze the problem deeply, divide the influence
factors of the problem into different levels, and draw
the hierarchical structure. Second, construct the
judgment matrix. For the influence weight of n
indicators of 𝑋
on the superior target Y, 𝑋
and 𝑋
,
are selected each time for pairwise comparison, 𝑎
represents the ratio of the influence degree of the two
indicators on the target Y, and the judgment matrix A
= (𝑎
)
×
represents the comparison results of n
influential factors. 𝑎
> 0 , 𝑎
=1/𝑎
, 𝑎
=
1 (i,j = 1,2,...,n). In order to quantify the
comparison judgment, the 1-9 scale method is used,
that is, 𝑎
takes 1-9 or reciprocal 1 (See Table 1).
Third, sort hierarchically and perform consistency
checks. For the judgment matrix A, the eigenvector
W of the largest eigenroot 𝜆
of A can be obtained
by formula (1).
𝜆
=
∑
()
(1)
where 𝑊
is the weight value of the single ordering of
the corresponding index. Check the consistency of
judgment matrix A. The formula (2) is used to
calculate the average value of the consistency index
CI, and the average random consistency index RI is
obtained from the known consistency index. If the
consistency ratio CR = CI /RI < 0.1, the consistency