Planting Scheme Design Method Based on Linear Programming Model

Authors

  • Xinlei Han
  • Yanru Sun
  • Zihui Zhang

DOI:

https://doi.org/10.54097/bktqt533

Keywords:

Linear programming model; crop planting plan; sustainable development; rural agriculture.

Abstract

To optimize precision agriculture implementation and foster the sustainable growth of rural economies, this study proposes a method for designing crop planting schemes based on a linear programming model. First, a linear programming model is developed to define decision variables that meet specified constraints. Two objective functions are established: surplus yield beyond sales remains unsold, and surplus yield is sold at half price. Second, the model incorporates five key constraints: land area limitations, plot constraints, crop adaptability, continuous cropping restrictions, and other relevant factors. Third, based on existing farmland conditions, crop characteristics in a rural village in the North China mountainous region, and statistical data on rural crop planting in 2023, data preprocessing is performed. The model is then solved through simulation verification. The results yield two planting schemes and their corresponding profits for the next decade. Under the first scheme, the projected average total profit from 2024 to 2030 is 6,052,184.19 CNY, while the second scheme yields an average total profit of 8,564,127.26 CNY over the same period. Ultimately, the optimal planting scheme is identified, ensuring maximum profitability while considering the natural conditions of plots and crops.

Downloads

Download data is not yet available.

References

[1] Wu L, Yang Y, Yang H, et al. A comparative study on land use/land cover change and topographic gradient effect between mountains and flatlands of southwest China[J]. Land, 2023, 12(6): 1242.

[2] Arévalo J R, Fernández-Lugo S, Reyes-Betancort J A, et al. Relationships between soil parameters and vegetation in abandoned terrace fields vs. non-terraced fields in arid lands (Lanzarote, Spain): An opportunity for restoration[J]. Acta Oecologica, 2017, 85: 77-84.

[3] Kai-xin G, Er-jing G U O, Ji-qing G A O, et al. Climate-smart Water-nitrogen Managements for Main Patterns of Double-cropping System in North China Plain[J]. Chinese Journal of Agrometeorology, 2023, 44(6).

[4] Baum M E, Licht M A, Huber I, et al. Impacts of climate change on the optimum planting date of different maize cultivars in the central US Corn Belt[J]. European Journal of Agronomy, 2020, 119: 126101.

[5] Bhat S A, Hussain I, Huang N F. Soil suitability classification for crop selection in precision agriculture using GBRT-based hybrid DNN surrogate models[J]. Ecological Informatics, 2023, 75: 102109.

[6] Sacks W J, Deryng D, Foley J A, et al. Crop planting dates: an analysis of global patterns[J]. Global ecology and biogeography, 2010, 19(5): 607-620.

[7] Borrello M, Cecchini L, Vecchio R, et al. Agricultural landscape certification as a market-driven tool to reward the provisioning of cultural ecosystem services[J]. Ecological Economics, 2022, 193: 107286.

[8] Bezner Kerr R, Naess L O, Allen‐O’Neil B, et al. Interplays between changing biophysical and social dynamics under climate change: Implications for limits to sustainable adaptation in food systems[J]. Global Change Biology, 2022, 28(11): 3580-3604.

[9] Piontek F, Drouet L, Emmerling J, et al. Integrated perspective on translating biophysical to economic impacts of climate change[J]. Nature Climate Change, 2021, 11(7): 563-572.

[10] Hufnagel J, Reckling M, Ewert F. Diverse approaches to crop diversification in agricultural research. A review[J]. Agronomy for Sustainable Development, 2020, 40(2): 14.

[11] Silva J F, Santos J L, Ribeiro P F, et al. Identifying and explaining the farming system composition of agricultural landscapes: The role of socioeconomic drivers under strong biophysical gradients[J]. Landscape and Urban Planning, 2020, 202: 103879.

Downloads

Published

07-07-2025

How to Cite

Han, X., Sun, Y., & Zhang, Z. (2025). Planting Scheme Design Method Based on Linear Programming Model. Highlights in Business, Economics and Management, 57, 408-416. https://doi.org/10.54097/bktqt533