Plant Pathol J > Volume 41(3); 2025 > Article
Son, Jeong, Jung, Park, Park, Park, Yoon, Jung, Sim, Kim, and Park: Predicting the Onset Date of Cucumber Powdery Mildew Based on Growing Degree Days and Leaf Wetness Duration in Greenhouse Environment

Abstract

Cucumber powdery mildew, caused by Podosphaera xanthii, can lead to significant yield losses in greenhouse cultivation. A calendar-based fungicide spray program is commonly employed by farmers, often leading to excessive spraying irrespective of disease conduciveness under certain weather conditions. Therefore, a disease model that can predict the onset of symptoms for determining when to start the first spray applications during a season is needed. This study developed a disease onset forecasting model, which uses growing degree days and leaf wetness duration as input variables, to aid the spray program for cucumber powdery mildew in the greenhouse environment. The model was calibrated using disease onset dates and corresponding weather data collected from two consecutive greenhouse experiments in 2022. As a result, we successfully simulated the symptom onset date with a margin of error of 5.5 days across two validation trials in 2023 and 2024. Further improvements to the model are needed to establish a model-based fungicide program in the greenhouse environment, which can be done by securing more data from additional trials for further modification and calibration of the model.

Cucumber (Cucumis sativus L.) is one of the most widely produced vegetable crops worldwide (Pal et al., 2020) and is commonly cultivated in greenhouses in Korea. Cucumber powdery mildew caused by Podosphaera xanthii is one of the major foliar diseases of cucumber in greenhouses (Elsharkawy et al., 2014). The pathogen produces white, powdery masses on host leaves and eventually reduces yield and quality (Pérez-Garcia et al., 2009). Various environmental factors affect the severity and incidence of cucumber powdery mildew. Among them, meteorological factors such as temperature, relative humidity, and vapor pressure deficit affect the dispersal and infection of powdery mildew in various ways (Granke et al., 2012; Gupta et al., 2001; Sapak et al., 2023). Models have been developed to forecast severity based on weather conditions. For example, POMICS, a weather-driven simulation model, can simulate disease severity, based on which a fungicide application schedule is suggested. The POMICS model simulates disease progression in the secondary cycle of powdery mildew (Sapak et al., 2017). Gao et al. (2019) attempted to forecast the disease using the number of conidia captured by an intelligent spore capture system during secondary disease cycles after disease onset. To our knowledge, no existing models have predicted the onset of powdery mildew in any vegetable crops.
Fungicides, either preventative or eradicative, are used to manage cucumber powdery mildew (Ni and Punja, 2020). An accurate forecasting model is essential to prevent overuse of fungicides and improve their efficiency (Mahal et al., 2012). Temperature has been considered a key factor for disease forecasting, and it is often introduced in models as a thermal unit called “growing degree-day” (GDD), which provides an improved description of phenological events compared to calendar dates or day counts (Mahal et al., 2012; McMaster and Wilhelm, 1997). GDD is estimated by calculating the difference between the average daily temperature and the base temperature (or lowest temperature threshold) below which a particular biological phenomenon does not occur (McMaster and Wilhelm, 1997). Another key factor for disease forecasting is leaf wetness duration (LWD) (Magarey et al., 2005). LWD is the period of visible water on plant tissues (Wang et al., 2019), and it is often estimated from relative humidity (Sentelhas et al., 2008). The relationship between LWD and the severity of cucumber powdery mildew has been previously studied (Granke et al., 2012; Mieslerová et al., 2022; Milod et al., 2021). These studies found that moisture directly or indirectly affects the infection and disease progression of cucumber powdery mildew. Additionally, drought may accelerate the onset of the disease by hindering plant growth and development (Mieslerová et al., 2022).
Considering these observations, in this study, we developed a model to simulate the onset of cucumber powdery mildew using GDD and LWD. A successful model should predict the first onset date with a margin of error under 10 days, which is a conventional fungicide spraying interval considering decay rates, as shown on most fungicide labels and in the literature (Quesada-Ocampo, 2023). Therefore, this study aims to assess the effectiveness of GDD and LWD in forecasting the onset date of cucumber powdery mildew.
Four field experiments were conducted at Suncheon, Republic of Korea, from 2022 to 2024 in the same greenhouse, where hourly weather data were measured inside and outside the greenhouse using appropriate sensors (Woosung Hitec Co., Yangsan, Korea): inside air temperature and relative humidity, and outside air temperature, relative humidity, wind speed and direction, and rainfall. The results from two initial experiments in spring and autumn of 2022 were used to calibrate the model, while two experiments in the springs of 2023 and 2024 were used to validate the model. No fungicides for powdery mildew were applied to allow the disease to occur naturally in the greenhouse. The plants were drip-irrigated every three days in the morning. Plants were observed on less than a weekly basis, and the disease onset dates were recorded when the first symptom appeared on a leaf. Air temperature (hereafter, temperature) and relative humidity inside and outside the greenhouse during the cultivation period were used in the study. Right after each trial, the greenhouse was thoroughly cleaned of all plant debris and heavily sprayed with pesticides, kresoxim-methyl, and triflumezole (Dream Heart, Hanearl Science Ltd.). This practice is recommended for farmers growing cucumbers in greenhouses to eliminate potential inoculum sources (Badgery-Parker et al., 2019).
Temperatures inside and outside the greenhouse were converted into GDD: GDDin and GDDout for the GDD inside and outside, respectively. GDDin and GDDout were defined as the accumulated degree days since the planting date of cucumber in the study. It was assumed that cucumber growth and primary infection are related to GDDin (Wang et al., 2022), whereas pathogen inoculum transmission from outside into the greenhouse is affected by GDDout (Sapak et al., 2023). The disease will occur when the host tissues have grown enough to be infected and the environmental conditions are favorable for the disease (Scholthof, 2007). The base temperature and ceiling temperature (or upper threshold) for both GDDin and GDDout were determined based on the literature and are presented in Table 1 (Sapak et al., 2023; Wang et al., 2022). The reference GDD inside (rGDDin) and outside (rGDDout) were determined by averaging the actual GDDin and GDDout values, respectively, on the observed onset dates of two calibration trials in 2022. The rGDDin was higher than rGDDout, as the temperature inside the greenhouse is generally higher than the temperature outside in spring and autumn. GDDd on a given day were scaled between 0 and 1 based on the rGDD as follows:
(1)
GDDd={                              1(GDDrGDD)GDD/rGDD(GDD<rGDD)
, where GDDd is the scaled GDD and is set to 1 when GDD exceeds the rGDD. The disease onset risk was then calculated by multiplying GDDd inside (GDDdin) and GDDd outside (GDDdout).
(2)
Disease onset risk with GDD=GDDdm×GDDdout
The simulated onset date is the day when the disease onset risk first reaches 1, which is the threshold for disease occurrence (Fig. 1). In the calibration trials in 2022, the model with GDD simulated the onset date with an average margin of error of 8 days (Table 2). The difference in the autumn of 2022 was 14 days, which is unacceptable as it is longer than the recommended fungicide interval of 10 days. The deviations were 9 days and 5 days for the validation trials in the spring of 2023 and 2024, respectively.
To further improve the model performance, LWD was introduced as additional input to the model to factor in the biophysical interaction of temperature and leaf wetness (humidity) resulting in disease onset. LWD was estimated using a simple empirical method with a constant relative humidity threshold (relative humidity ≥ 90%) (Sentelhas et al., 2008). An exponential function to represent the decreasing risk of disease with increasing LWD was adopted to estimate the LWD index on a given day (Ld) (Fig. 2). Ld was calculated as follows:
(3)
Ld=K×er×LWDd
, where LWDd is the LWD (h) of the past 6 days, K is the maximum Ld, and r is the rate of risk decrease for powdery mildew development. The parameters in the exponential function were calibrated using two calibration trials in 2022 by utilizing the optim function of R (R Development Core Team, 2011) (Table 1). As shown in Fig. 2, the calculated Ld with the parameterized exponential function ranges from 0.5 to 1.5, acting as a correction factor for the disease onset risk with GDD.
Using the GDD and LWD index, the disease onset risk was calculated as:
(4)
Disease onset risk with GDD and LWD=Ld×GDDdin×GDDdout
The first symptom of cucumber powdery mildew occurs when the disease onset risk of the model reaches 1 (Fig. 1).
In all calibration and validation trials, the simulated dates with the model using GDD and LWD were earlier than those with GDD alone (Table 2). As a result, the absolute values of the errors decreased in two trials in autumn, 2022 and spring, 2023. For the calibration trials in 2022, the model simulated the onset date with an average margin of error of 4 days. Although the error between the simulated and observed dates increased from 2 days (by the model with GDD) to 5 days (by the model with GDD and LWD) in spring, 2022, the error was reduced from 14 days to 3 days in autumn, 2022. For the validation trial in spring, 2023, the error also decreased from 9 days to 2 days when LWD was considered. For spring, 2024, the deviation between the observed and simulated dates increased from 5 days to 9 days.
Comparing the outside temperatures, the spring of 2024 showed substantially higher accumulated GDD (132.8 degree days) than the other trials (38.0 for the spring of 2022, 41.1 for the autumn of 2022, and 32.2 for the spring of 2023). This indicates that the higher GDDdout in Spring, 2024 might abnormally increase pathogen propagation outside and thus advance transmission inside the greenhouse, resulting in an onset of powdery mildew 9 days earlier than observed. With this simplified equation—assuming a linear relationship between the disease onset risk and the outside GDD—the model may have inherent limitations, especially in dealing with extreme conditions affecting inoculum availability (timing and amount) from outside sources such as collateral hosts or nearby greenhouses. Therefore, further study should be conducted to address such unusual cases in the near future. Additional data collection is essential because the current model was calibrated using only two trials, which may create bias. Increasing the data size through trials in different environmental conditions will improve the model’s performance.
To understand the relative contribution of each factor in determining the onset date, whether delayed or advanced, we analyzed the average values of GDDdin, GDDdout, and Ld for the period from planting to onset dates in four trials. Based on the average value of each factor used to calculate the disease onset risk, we can infer the relative contribution of each factor, although it is not quantitative (Fig. 3). First, when comparing the contributions of GDDdin and GDDdout, GDDdout contributed more to advancing the disease onset date in autumn, 2022 and spring, 2024, while GDDdin contributed more in spring, 2022, and both showed similar contributions in spring, 2023. As a correction factor derived from LWD inside the greenhouse, Ld amplified the effects of GDD in spring and autumn, 2022 and spring, 2023, while it had a minimum effect in spring, 2024. This result further supports our hypothesis that the abnormally high GDDdout in Spring 2024 was the main contributor to significantly advancing disease onset (Table 2).
Forecasting disease onset is crucial for integrated disease management, as it enables the optimization of fungicide spraying programs. However, there have been few successful attempts to predict disease onset. Salotti et al. (2023) recently developed a universal model for Colletotrichum diseases, in which primary inoculum build-up was calculated based on temperature and wet periods as one of several modules within a complex model. Nettleton et al. (2019) predicted the onset of rice blast disease using machine learning and process-based models, demonstrating that when a sufficient amount of data is available, machine learning models can provide accurate predictions. In contrast, the simple framework presented in this study focuses solely on disease onset, offering a practical solution when the dataset size is limited.
Precise disease onset prediction can help prevent fungicide overuse by reducing unnecessary early sprays before symptoms appear. While the recommended first spray is 40 days after planting, many farmers begin much earlier—15 days or even sooner (personal communications). This discrepancy underscores the potential of a disease onset prediction model to improve spray decision-making. If farmers were to follow the model’s predictions, fungicide applications could be reduced by 1.8 times compared to conventional programs starting at 15 days after planting. By integrating a model-based approach, fungicide applications can be more efficiently timed, reducing chemical inputs while maintaining effective disease control and supporting sustainable farming practices.

Notes

Conflicts of Interest

No potential conflict of interest relevant to this article was reported.

Acknowledgments

This paper was supported by Sunchon National University Research Fund in 2024. (Grant number: 2024-0439).

Fig. 1
Disease onset risk simulation of cucumber powdery mildew using two models. The horizontal dotted line indicates 1, the threshold for disease occurrence. The blue dashed line indicates the observed onset date, the yellow dashed line indicates the simulated onset date with growing degree days (GDD), and the red dashed line indicates the simulated onset date with GDD and leaf wetness duration (LWD). The grey solid line indicates the disease risk simulated with GDD, and the black solid line indicates the disease simulated with GDD and LWD.
ppj-ft-01-2025-0010f1.jpg
Fig. 2
The exponential function of leaf wetness duration hours of the past 6 days (LWDd) for the leaf wetness duration index (Ld).
ppj-ft-01-2025-0010f2.jpg
Fig. 3
Average values of scaled growing degree days inside (GDDdin) and outside (GDDdout), and leaf wetness duration (LWD) index (Ld) inside of a greenhouse, which were input variables used to calculate the disease onset dates in the disease onset risk model with GDD and LWD for four trials of cucumber powdery mildew from 2022 to 2024 in the same greenhouse.
ppj-ft-01-2025-0010f3.jpg
Table 1
Coefficient values used in the model
Variable Coefficient value
K 1.5
r −0.01
tbin 13
tcin 32
tbout 15
tcout 30
rGDDin 216.09
rGDDout 39.54

The table represents the list of parameters for the leaf wetness duration index function (K and r), the base and ceiling temperatures inside and outside of the greenhouse (tbin, tcin, tbout, tcout) to calculate the growing degree days (GDD), and the reference GDD inside and outside of the greenhouse (rGDDin and rGDDout) for the disease onset risk model.

Table 2
Observed and simulated disease onset dates from four trials of cucumber powdery mildew from 2022 to 2024 in the same greenhouse
Season Data usage for modeling Observed onset date (days after planting) Simulated onset date with GDD only (days after planting) Simulated onset date with GDD and LWD (days after planting)
Spring, 2022 Calibration 50 52 (+2 days) 45 (−5 days)
Autumn, 2022 Calibration 14 28 (+14 days) 17 (+3 days)
Spring, 2023 Validation 32 41 (+9 days) 34 (+2 days)
Spring, 2024 Validation 41 36 (−5 days) 32 (−9 days)

The onset dates were simulated using the model with growing degree days (GDD) only, and the one with GDD and leaf wetness duration (LWD).

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Sook-Young Park
https://orcid.org/0000-0003-1267-1111

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