| Literature DB >> 25709827 |
Abstract
Cereal aphids continue to be an important agricultural pest, with complex lifecycle and dispersal behaviours. Spatially-explicit models that are able to simulate flight initiation, movement direction, distance and timing of arrival of key aphid species can be highly valuable to area-wide pest management programmes. Here I present an overview of how knowledge about cereal aphid flight and migration can be utilized by mechanistic simulation models. This article identifies specific gaps in knowledge for researchers who may wish to further scientific understanding of aphid flight behaviour, whilst at the same time provides a synopsis of the knowledge requirements for a mechanistic approach applicable to the simulation of a wide range of insect species. Although they are one of the most comprehensively studied insect groups in entomology, it is only recently that our understanding of cereal aphid flight and migration has been translated effectively into spatially-explicit simulation models. There are now a multitude of examples available in the literature for modelling methods that address each of the four phases of the aerial transportation process (uplift, transport in the atmosphere, initial distribution, and subsequent movement). I believe it should now be possible to draw together this knowledgebase and the range of modelling methods available to simulate the entire process: integrating mechanistic simulations that estimate the initiation of migration events, with the large scale migration modelling of cereal aphids and their subsequent local movement.Entities:
Keywords: Cereal aphid; Flight; Long-distance movement; Migration; Simulation modelling
Year: 2013 PMID: 25709827 PMCID: PMC4337770 DOI: 10.1186/2051-3933-1-14
Source DB: PubMed Journal: Mov Ecol ISSN: 2051-3933 Impact factor: 3.600
Figure 1Key phases in the aerial transport process for cereal aphids and the relationship with data collection, risk mapping/data analysis and simulation modelling objectives.
Figure 2Conceptual model of cereal aphid flight.
Cereal aphid models simulating aphid movement or timing of arrival in crops
| Model characteristics | Aim | Country | Scale | Phase(s) of the transport process included | Reference |
|---|---|---|---|---|---|
| Turbulent advection simulation/Lagrangian stochastic | To investigate aerial density profiles in relation to simplified aphid behaviours | UK | Long distance migration | Transport in Atmosphere | [ |
| Atmospheric trajectory model of dispersal | To estimate migration pathways | Finland | Long distance migration | Transport in Atmosphere | [ |
| Trajectory | Modelling aphid migration from source to sink | Illinois, USA | Long distance migration | Transport in Atmosphere | [ |
| Trajectory coupled to cohort-based population dynamics | Mechanistic simulation of aphid population dynamics at source and factors leading to take-off, coupled to wind a trajectory simulation model to estimate potential long distance movement risk from irrigated pastures to crops. | South-western Australia | Long distance migration | Source, Transport in Atmosphere, Initial Distribution | [ |
| Large-scale: Diffusion–advection-reaction equations | To simulate the landing rate of | France | Landscape (multi-scale) | Initial Distribution | [ |
| Small-scale: cellular automata incorporating behavioural rules. | |||||
| Hierarchical Bayesian | Driven by field observations to gain knowledge on processes such as insect landing and mortality | Germany | Within-field | Initial Distribution | [ |
| Analytical regression | Prediction of the timing of migration into crops from primary host (holocyclic populations only) | Denmark/Scandinavia | Within-field | Initial Distribution | [ |
| Analytical regression | Prediction of the timing of migration into crops from primary host (holocyclic populations only) – requires suction trap data | Sweden | Within-field | Initial Distribution | [ |
| Analytical regression | Prediction of the timing of migration into autumn crops – requires suction trap data | Wales | Within-field | Initial Distribution | [ |
| Analytical regression | Prediction of the timing of migration into autumn crops – requires suction trap data | UK | Within-field | Initial Distribution | [ |
| Analytical regression | Prediction of the timing of migration into spring crops – requires suction trap data | UK | Within-field | Initial Distribution | [ |
| Individual-based | Stochastic wind-driven dispersal model to examine difference in dispersal and population dynamics depending on pesticide regime | UK | Small landscape | Local Movement | [ |
| Cohort-based population dynamics model (STELLA) | Population dynamics model that simulates immigration from a ‘background’ source population. Spatial variation in immigration at the regional scale driven by differences in soil moisture levels. | South-western Australia | Within-field | Initial Distribution (from local source) | [ |
| Analytical mathematical model | Estimation of the percentage of plants infected with BYDV, given the number of aphids per plant. Distinction between alate migrant transmission and apterous transmission. | UK | Within-field | Initial Distribution, Local Movement | [ |
| Cohort-based | Aphid population dynamics, local dispersal and virus sub-models. | UK | Within-field/small landscape | Local Movement | [ |
| Cellular Automata | Rate of spread of BYDV from an origin cell, based on probabilities of infection transferring to the next cell (combined with field observations). | UK | Within-field | Local Movement | [ |
| Individual-based | Simplified model of aphid population dynamics and virus transmission from plant to plant. Focus on computing methods rather than ecology. | UK | Within-field/small scale | Local Movement | [ |
| Analytical probabilistic model and Markov chain model of disease transmission. Individual-based aphid movement through field. | Examines aspatially the implications of vector preference for diseased or healthy hosts on the spread of BYDV. A Markov chain model and a stochastic individual-based model examine disease transmission and the effects of spatial patchiness. | USA | Non-spatial (analytical) and spatial within-field (Markov chain). | Local Movement | [ |
| Artificial Neural Networks and multiple regression | Aphid autumn flight timing/numbers. No BYDV. | New Zealand | Autumn flight | Source | [ |
| Analytical linear and probit models | Soybean aphid early season colonisation of fields from overwintering hosts. | Canada | Spring flight. Within-field. | Source, Local Movement | [ |