廣東梅州產區柑橘黃龍病時間流行動態及預測模型研究

    Predictive Modeling of Citrus Huanglongbing Temporal Dynamics in Meizhou, Guangdong

    • 摘要:
      目的 分析柑橘黃龍病在梅州產區的流行趨勢,構建並篩選時間流行動態預測模型;獲悉災情的流行時期,為梅州產區柑橘黃龍病的精確防控提供理論依據與技術支持。
      方法 采用植物病害流行學研究方法、結合實時熒光定量PCR(qPCR)檢測技術,對梅州產區柑橘黃龍病的發生和流行動態進行係統調查監測,統計發病率和病情指數;采用Logistic、Linear、Cubic、Gompertz和Exponential等5種數學模型對柑橘黃龍病的實測數據進行擬合,構建並篩選出最佳的病害流行時間動態預測模型,推導病害流行時期。
      結果 監測期間,校正後病情指數由12.5增加至68.5,表明柑橘黃龍病在該監測點呈現快速增長態勢。Logistic模型(R2=0.987)與Cubic模型(R2=0.994)對病害動態的擬合效果最優。Logistic模型拐點時間(73.8 d)與田間木虱擴散高峰期一致,具有明確的生物學意義。基於qPCR檢測的Ct值與病情指數呈顯著負相關性(r=?0.82),提出1級(Ct=30.4~31.5)、3級(Ct=26.8~29.0)、5級(Ct=22.9~24.6)及7級(Ct=20.0~21.6)的病情分類閾值。
      結論 適用於梅州產區柑橘黃龍病時間動態預測的數學模型為Logistic模型與Cubic模型,推薦Logistic模型作為核心預測工具,輔以Cubic模型進行短期趨勢分析。基於qPCR檢測與病情指數相關性提出的病情分級標準,可為病害早期診斷提供量化依據。

       

      Abstract:
      Objective This study aimed to analyze the epidemic trend of citrus Huanglongbing (HLB) in Meizhou production area, construct and screen temporal dynamic prediction models, identify key epidemic periods, and provide a theoretical basis and technical support for precise HLB management in this region.
      Method Plant disease epidemiology methods were combined with real-time quantitative PCR (qPCR) to systematically investigate and monitor the occurrence and progression of HLB in Meizhou area. Disease incidence and severity index were statistically analyzed. Five mathematical models including Logistic, Linear, Cubic, Gompertz, and Exponential were employed to fit the field observation data, and the optimal temporal dynamic prediction model was selected to identify the epidemic phases.
      Result During the monitoring period, the disease index rose from 12.5 to 68.5, indicating a rapid increase trend of HLB at the monitored site. The Logistic model (R2 = 0.987) and the Cubic model (R2 = 0.994) provided the best fit for the disease progression data. The inflection point of the Logistic model (73.8 d) coincided with the peak period of psyllid dispersal in the field, demonstrating clear biological relevance. Based on a significant negative correlation (r =-0.82) between qPCR-derived Ct values and the disease index, classification thresholds for disease severity were proposed: Level 1 (Ct=30.4-31.5), Level 3 (Ct=26.8-29.0), Level 5 (Ct=22.9-24.6), and Level 7 (Ct=20.0-21.6).
      Conclusion The Logistic model and the Cubic model are suitable for predicting the temporal dynamics of HLB in Meizhou production area. The Logistic model is recommended as the core forecasting tool, supplemented by the Cubic model for short-term trend analysis. The disease severity classification standard established based on the correlation between qPCR detection and the disease index provides a quantitative basis for early disease diagnosis.