14 citations · 33 across the 7 of their papers we have counts for
7 papers
Optimising Urban Flood Resilience
James Mckenna, Christos Iliadis, Vassilis Glenis
Due to the increasing frequency and severity of storm events, driven by the escalation of anthropogenic climate change and urban expansion, there is a requirement for increasingly…
Robust blue-green urban flood risk management optimised with a genetic algorithm for multiple rainstorm return periods
Asid Ur Rehman, Vassilis Glenis, Elizabeth Lewis +2
Flood risk managers seek to optimise Blue-Green Infrastructure (BGI) designs to maximise return on investment. Current systems often use optimisation algorithms and detailed flood…
A cost-benefit source-receptor framework for implementation of Blue-Green flood risk management
Christos Iliadis, Vassilis Glenis, Chris Kilsby
As floods are a major and growing source of risk in urban areas, there is a necessity to improve flood risk management frameworks and civil protection through planning intervention…
Multi-objective Optimisation Framework for Blue-Green Infrastructure Placement Using Detailed Flood Model
Asid Ur Rehman, Vassilis Glenis, Elizabeth Lewis +1
This study aims to find a cost-effective Blue-Green Infrastructure placement scheme by developing an improved approach called the Cost Optimization Framework for Implementing blue-…
A Local Multi-Layer Approach to Modelling Interactions between Shallow Water Flows and Obstructions
James Mckenna, Vassilis Glenis, Chris Kilsby
The capability to accurately predict flood flows via numerical simulations is a key component of contemporary flood risk management practice. However, modern flood models lack the…
A New Riemann Solver for Modelling Bridges in Flood Flows -- Development and Experimental Validation
J. Mckenna, V. Glenis, C. Kilsby
Flows in rivers can be strongly affected by obstacles to flow or artificial structures such as bridges, weirs and dams. This is especially true during floods, where significant bac…
Riemann solvers and pressure gradients in Godunov-type schemes for variable density incompressible flows
Shannon Leakey, Vassilis Glenis, Caspar J. M. Hewett
Variable density incompressible flows are governed by parabolic equations. The artificial compressibility method makes these equations hyperbolic-type, which means that they can be…