Spatial Profiling of Human Diffuse Cutaneous Leishmaniasis Lesions Reveals Immunosuppressive Microenvironments that Coincide with Parasite Localisation
Lopes, P
Fantecelle, C
Barboza, B
Freire-de-Lima, C
Decote-Ricardo, D
Leonel de Matos Guedes, H
da Fonseca-Martins, A
Carvalho, L
Boaventura, V
Mosser, D
Falqueto, A
Lemos de Almeida, M
Coles, M
Akbar, A
Borges, V
Covre, L
Oliveira Gomes, D
Journal of Investigative Dermatology
(27 Nov 2025)
doi:10.1016/j.jid.2025.10.617
Local Convergence of Adaptively Regularized Tensor Methods
Welzel, K
Liu, Y
Hauser, R
Cartis, C
(29 Oct 2025)
doi:10.48550/arxiv.2510.25643
Nonlinear Dimensionality Reduction Techniques for Bayesian Optimization
Long, L
Cartis, C
Shustin, P
(17 Oct 2025)
doi:10.48550/arxiv.2510.15435
Preconditioners for Two-Phase Incompressible Navier-Stokes Flow
Bootland, N
Bentley, A
Kees, C
Wathen, A
(24 Oct 2017)
doi:10.48550/arxiv.1710.08779
Multipreconditioning with application to two-phase incompressible Navier-Stokes flow
Bootland, N
Wathen, A
(15 May 2020)
doi:10.48550/arxiv.2005.07608
Applications of AAA rational approximation
Nakatsukasa, Y
Trefethen, L
(17 Oct 2025)
doi:10.48550/arxiv.2510.16237
Applications of AAA rational approximation
Nakatsukasa, Y
Trefethen, L
Acta Numerica
Applications of AAA rational approximation
Nakatsukasa, Y
Trefethen, L
Acta Numerica
Oxford Unbounded: an online mentoring programme to help students achieve top grades at Maths GCSE/National 5s.
Mon, 26 Jan 2026
17:00 -
18:00
L1
Enhancing Wind Energy Using Unsteady Fluid Mechanics
Prof. John Dabiri
(California Institute of Technology, USA)
Abstract
This talk will describe recent studies of how time-dependent, unsteady flow physics can be exploited to improve the performance of energy harvesting systems such as wind turbines. A theoretical analysis will revisit the seminal Betz derivation to identify the role of unsteady flow from first principles. Following will be a discussion of an experimental campaign to test the predictions of the theoretical model. Finally, a new line of research related to turbulence transition and inspired by the work of T. Brooke Benjamin will be introduced.
Further Information
For more information, please visit: The Brooke Benjamin Lecture in Fluid Mechanics | Mathematical Institute