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Study predicts minimum temperatures of Chinese strawberry greenhouses

Scientific management and environmental regulation of facility strawberries depend on the level of accurate prediction and forecasting of low-temperature freezes in plastic greenhouses during winter and spring strawberry cultivation.

Accurate identification of potential factors affecting layer-by-layer minimum temperatures in plastic greenhouses and selection of optimal forecasting methods are important for safe strawberry production. However, the identification of important drivers of minimum temperatures in plastic greenhouses and the prediction of potential drivers of use are still unclear. In this study, researchers used Classification and Regression Tree (CART) to identify the importance of the potential factors affecting the minimum temperatures at different depths and different heights of plastic greenhouses. Random forest (RF), back-propagation (BP), and multiple linear regression (MLR) were used to establish the minimum temperature prediction models for plastic greenhouses at different depths and heights, respectively. The results showed that Tsmin10, Tsmin25, Tamin150, Tamin320, and Tamin150 were the most important variables explaining the changes in minimum temperatures at heights Tsmin25, Tsmin10, Tsmin2, Tamin150, and Tamin320 respectively. RF, BP performed much better than MLR, as it showed much lower error indices (AE and RMSE) and higher R2 than MLR. The superiority of RF and BP in predicting minimum temperatures is related to their ability to deal with non-linear and hierarchical relationships between minimum temperatures and predictors.

The low-temperature frost protection and fine management of strawberries in the Changfeng area can be related to the prediction method of minimum temperature in plastic greenhouses constructed in this study.

Wang, X.; Huang, Q.; Wu, D.; Xie, J.; Cao, M.; Liu, J. Predicting Minimum Temperatures of Plastic Greenhouse During Strawberry Growing in Changfeng, China: A Comparison of Machine Learning Algorithms and Multiple Linear Regression. Agronomy 2025, 15, 709. https://doi.org/10.3390/agronomy15030709

Source: MDPI

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