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Wind Assisted Dispersal of Insect Tree Pests: An Interdisciplinary Modelling and Ecological Study

Newcastle University School of Mathematics, Statistics and Physics
✓ Fully Funded ⏰ Closing Soon 🎓 Applied Mathematics 🎓 Ecology 🎓 Environmental Science mathematical modelling invasive species wind dispersal quantitative ecology biosecurity entomology atmospheric modelling forest pests

Explore the dynamics of invasive insect pests transported by wind to Great Britain. Develop and apply quantitative models combining ecology and atmospheric sciences to predict pest spread and strengthen forest biosecurity.

AI-generated overview

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Why This Research Matters

This research addresses critical biosecurity challenges by quantifying the role of wind in dispersing invasive tree pests, a pathway often overlooked. Predictive models will help safeguard UK forests from ecological and economic damage by enabling early detection and improved management of invasive species.

mathematical biology mathematical ecology individual-based modelling partial differential eqs

Project Description

Project Overview

This interdisciplinary project combines applied mathematics and ecology to examine the risk of invasive insect tree pests entering Great Britain via wind-assisted long-distance dispersal. While existing biosecurity focuses on trade pathways, wind dispersal could provide another significant introduction route. Building on prior research on the European spruce bark beetle, the project aims to identify which pests might be capable of semi-passive dispersal by wind and develop models predicting their spatio-temporal spread.

What You Will Do

The project involves assessing pest species from the Pest Health Risk Register for aerodynamic capacities of long-distance flight, evaluating biological constraints such as flight duration and temperature thresholds impacting dispersal range, and classifying pests by flight dynamics relative to taxonomic and ecological groupings. Integral to this is developing integrated biological and atmospheric dispersion models. The student may engage in laboratory work to support biological model validation and will acquire skills in mathematical ecology, aerodynamics, atmospheric and epidemiological modelling.

Expected Outcomes

The research will deliver quantitative assessments of long-distance insect dispersal risks to UK forestry, improve understanding of pest flight behaviors and dynamics related to biosecurity, and produce predictive models aiding forest health management and invasive species prevention. The results can guide policy and practical biosecurity interventions by highlighting previously under-recognized pathways.

Why This Matters

Invasive insect pests threaten UK forests, with implications for ecology, economy, and climate resilience. Understanding wind-assisted dispersal complements trade-based biosecurity by addressing natural introduction routes. Improving prediction and detection of pest spread is essential for proactive forest protection and maintaining ecosystem services.

Entry Requirements

Minimum 2:1 Honours degree or equivalent in a relevant subject such as mathematics, statistics, engineering, quantitative ecology or biology. A Masters in a relevant field is advantageous. English language proficiency IELTS 6.5 overall (min 5.5 in each skill) required for non-native speakers. Applicants must have Home fee status (UK and EU with settled/pre-settled status and residency criteria).

How to Apply

Apply through Newcastle University’s Apply to Newcastle Portal. Register and create a Postgraduate Application. Use course code 8080F under Applied Mathematics and select 'PhD Mathematics'. Provide a personal statement and upload academic transcript and CV. Use studentship code MSP124. Contact: Dr Laura Wadkin (laura.wadkin@newcastle.ac.uk).

Eligibility

UK/Home
EU
International

Supervisor Profile

DL
Dr Laura Wadkin
Newcastle University, School of Mathematics, Statistics and Physics
188 Citations
8 h-index
Google Scholar

Dr Laura Wadkin is a NUAcT Fellow at Newcastle University specializing in mathematical biology and ecology. Her research focuses on individual-based modelling, partial differential equations, and applying quantitative methods to biological systems. She has published on stem cell dynamics and stochastic epidemic models, demonstrating expertise in data-driven modelling of complex biological phenomena.

Key Publications

2019 53 citations
Quantification of the morphological characteristics of hESC colonies
2020 27 citations
The recent advances in the mathematical modelling of human pluripotent stem cells
2017 22 citations
Dynamics of single human embryonic stem cells and their pairs: a quantitative analysis
2018 20 citations
Correlated random walks of human embryonic stem cells in vitro
2023 11 citations
Accelerating Bayesian inference for stochastic epidemic models using incidence data

Research Contributions

Quantified morphological characteristics and spatio-temporal dynamics of human embryonic stem cell colonies.
Improved understanding of stem cell colony formation aiding stem cell research and biomedical applications.
Developed and advanced mathematical models for pluripotent stem cells and pest/disease spread using individual-based and epidemic models.
Provided tools to better predict and control disease dynamics and stem cell behavior in ecological and medical contexts.

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