4.5 Article

Adjusting fungicide treatment programmes when resistance is developing: The case of spot-form net-blotch in Western Australia

Journal

PLANT PATHOLOGY
Volume 72, Issue 6, Pages 1048-1058

Publisher

WILEY
DOI: 10.1111/ppa.13726

Keywords

adjustment; budget calculation; fungicides; Pyrenophora teres f; maculata; spot-form net-blotch; treatment programme

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In this study, the financial implications of switching from a fungicide with high resistance to a more expensive fungicide with less resistance are investigated using a budget calculation and an epidemiological model. The optimal treatment program is determined by minimizing the total cost of disease, which includes the expense of fungicide treatment and the cost of disease-induced yield loss. The results show that the choice of fungicide depends on the dominant pathogen population and its resistance level, with propiconazole being cost-effective when wild-type strains dominate and prothioconazole + tebuconazole being more economical when highly resistant strains dominate. The model also calculates the frequency of highly resistant strains at which the switch in fungicide is economically justified based on potential yield and seed treatment.
We use the case of spot-form net-blotch (SFNB) and azole fungicides in Western Australia to investigate the financial implications of a switch from fungicide A, to which high resistance is developing, to a more expensive fungicide B, to which less resistance has developed. This is done using a budget calculation coupled with an epidemiological model. The model calculates the total financial cost of disease as the sum of the expense of the fungicide treatment programme and the cost of disease-induced yield loss. The optimal treatment programme is that which minimizes the total cost of disease. We show that when the pathogen population is dominated by wild-type strains, propiconazole is the fungicide minimizing the cost of disease. The number of applications and optimal dose depend on the potential yield of the field under consideration. When the pathogen population is dominated by a strain highly resistant to propiconazole, the use of this fungicide will not give a positive financial return. In this case the azole mixture, prothioconazole + tebuconazole is more cost effective. The pathogen strains with medium resistance to propiconazole have little effect on the optimal treatment programme compared to the wild type. We also use the model to calculate, depending on the potential yield and on whether an effective seed treatment is used, the frequency of the highly resistant strains at which the switch from the use of propiconazole to the use of prothioconazole + tebuconazole is economically justified.

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