Research
Theoretical and Applied Mechanics,
with a special emphasis on mathematical modelling and asymptotic methods, elasticity theory, thin
plates/shells, thin films, layered materials, bifurcations, and stability problems.
Sample of recent works
(a more complete list can be found
HERE)
[1]
Continuum Mechanics and Linear Elasticity: An Applied Mathematics Introduction. Solid Mechanics and Its Applications, vol. 238 (519 pages). Springer, Dordrecht (2019).
[2]
Shear-induced wrinkling in accelerating thin elastic discs.
Journal of Applied Mathematics and Physics (ZAMP) 74:239 (2023).
[3]
On the localised buckling of drillstrings in curved boreholes.
Acta Mechanica (2023).
[4]
Axially compressed thin cylindrical shells: asymptotic limits for a nonlinear basic state (with A.P. Bassom).
International Journal of Non-Linear Mechanics 138:103848 (2022).
[5]
Tensile bifurcations in a truncated hemispherical thin elastic shell .
Journal of Applied Mathematics and Physics (ZAMP) 71:178 (2020).
Teaching
2019-
- Analytical Dynamics
- Mathematics for Physics II
- Mathematics for Mechanical Engineering
- Mechanical Principles (Level 3)
- Engineering Mechanics & Materials Science (HNC)
- Further Engineering Science (HND)
- Advanced Mathematical Methods [Sample materials]
- Applied Mathematics [Sample materials]
- Mathematical Programming
[Course description]
[2019/20]
[2020/21]
- NFE2105 [2020-24]
- NFM2106 (Engineering Maths)
2017-2019
2002-2012
Other past courses
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