Abstract

Tropical fruit flies are considered among the most economically important invasive species detected in temperate areas of the United States and the European Union. Detections often trigger quarantine and eradication programs that are conducted without a holistic understanding of the threat posed. Weather-driven physiologically-based demographic models are used to estimate the geographic range, relative abundance, and threat posed by four tropical tephritid fruit flies (Mediterranean fruit fly, melon fly, oriental fruit fly, and Mexican fruit fly) in North and Central America, and the European-Mediterranean region under extant and climate change weather (RCP8.5 and A1B scenarios). Most temperate areas under tropical fruit fly propagule pressure have not been suitable for establishment, but suitability is predicted to increase in some areas with climate change. To meet this ongoing challenge, investments are needed to collect sound biological data to develop mechanistic models to predict the geographic range and relative abundance of these and other invasive species, and to put eradication policies on a scientific basis.

Highlights

  • in some data were estimated from graphs and text summaries

  • Data to parameterize the BDFs for C. capitata are summarized in Fig

  • It is commonly supposed that PBDMs have large numbers of parameters making them difficult to develop

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Summary

Methods

Tropical fruit flies have egg-larval, pupal, and adult life stages (left superscript s), and the same discrete dynamics model is used for all of them. The model for the ith age class of a life stage with i = 1, 2,...,sk age classes (Supplementary Fig. S11a) is Eq 112,68. The forcing variable is temperature (T), with time (t) being a day (d) that from the perspective of ectotherm fruit flies is of variable length in physiological time units (i.e., sΔx(T(t)) in degree days (dd)), or proportional develoment sR(T(t))) that may differ for each stage having different mean developmental times sΔ. Following the notation of Di Cola et al.[67] (page 523), the ith age class of stage s is modeled as follows:

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