activity
20142026
most citedImpaction of spray droplets on leaves: influence of formulation and leaf character on shatter, bounce and adhesion

113 citations · 784 across the 51 of their papers we have counts for

collaborators
Showing 2023Show all

6 papers · 1 filter

physics.flu-dyn2023

Simulation of high-speed impact of surfactant-laden drops

Olivier D. Y. Huet, Ravindra Pethiyagoda, Timothy J. Moroney +4

We develop a computational model to simulate the immediate post-impact spreading behaviour of surfactant-laden drops that impact a flat and solid surface. The model is built on the…

nlin.CG2023

Discrete and continuous mathematical models of sharp-fronted collective cell migration and invasion

Matthew J Simpson, Keeley M Murphy, Scott W McCue +1

Mathematical models describing the spatial spreading and invasion of populations of biological cells are often developed in a continuum modelling framework using reaction-diffusion…

math.NA2023

Data fusion for a multi-scale model of a wheat leaf surface: a unifying approach using a radial basis function partition of unity method

Riley M. Whebell, Timothy J. Moroney, Ian W. Turner +6

Realistic digital models of plant leaves are crucial to fluid dynamics simulations of droplets for optimising agrochemical spray technologies. The presence and nature of small feat…

physics.flu-dyn2023

Two-interface and thin filament approximation in Hele--Shaw channel flow

Michael C Dallaston, Michael J W Jackson, Liam C Morrow +1

When a viscous fluid partially fills a Hele--Shaw channel, and is pushed by a pressure difference, the fluid interface is unstable due to the Saffman--Taylor instability. We consid…

math.CV2023

Locating complex singularities of Burgers' equation using exponential asymptotics and transseries

Christopher J. Lustri, Ines Aniceto, Daniel J. VandenHeuvel +1

Burgers' equation is an important mathematical model used to study gas dynamics and traffic flow, among many other applications. Previous analysis of solutions to Burgers' equation…

q-bio.PE2023

Survival, extinction, and interface stability in a two--phase moving boundary model of biological invasion

Matthew J Simpson, Nizhum Rahman, Scott W McCue +1

We consider a moving boundary mathematical model of biological invasion. The model describes the spatiotemporal evolution of two adjacent populations: each population undergoes lin…