Skip to main content

Research Repository

Advanced Search

An experimental test for the existence of the Euler wake velocity, validating Eulerlet theory by using a bluff body in a low-speed wind tunnel (2020)
Thesis
Chalasani, K. An experimental test for the existence of the Euler wake velocity, validating Eulerlet theory by using a bluff body in a low-speed wind tunnel. (Thesis). University of Salford

The application of manoeuvrability problems in aerodynamics mainly works for Reynolds average Navier-Stokes equations particularly for a uniform, steady flow past a fixed body. Further, consider large Reynolds number such that the flow is not turbule... Read More about An experimental test for the existence of the Euler wake velocity, validating Eulerlet theory by using a bluff body in a low-speed wind tunnel.

A novel boundary element method for low Reynolds number external flow of biological fluid dynamics (2020)
Thesis
Dang, B. A novel boundary element method for low Reynolds number external flow of biological fluid dynamics. (Thesis). University of Salford

Consider two dimensional low Reynolds number flow past a body. In this thesis, the problems of steady flow past a circular cylinder, steady flow past an elliptical cylinder, and the motion of a generic tail-like body are investigated. The theoretical... Read More about A novel boundary element method for low Reynolds number external flow of biological fluid dynamics.

A novel optimised design using slots for flow control and high-lift performance of UCAVs
Thesis
Ali, U. (in press). A novel optimised design using slots for flow control and high-lift performance of UCAVs. (Thesis). University of Salford

In this study, two UCAV planforms are considered based around generic 40° edge-aligned configurations. One configuration has a moderate leading and trailing edges sweep of Λ = 40°, while the other configuration is highly swept with a leading-edge swe... Read More about A novel optimised design using slots for flow control and high-lift performance of UCAVs.

An investigation of the Oseen differential equations for the boundary layer
Thesis
Darghoth, R. (in press). An investigation of the Oseen differential equations for the boundary layer. (Thesis). University of Salford

The thesis is on an investigation of the Oseen partial differential equations for the problem of laminar boundary layer flow for the steady two-dimensional case of an incompressible, viscous fluid with the boundary conditions that the velocity at the... Read More about An investigation of the Oseen differential equations for the boundary layer.