Michael P. Mortell - Concepedia

Author

Michael P. Mortell

Also Known As

M. P. Mortell, M.P Mortell, M.P. Mortell, MICHAEL P. MORTELL, Michael P Mortell, Michael P. Mortell, Mortell, Michael P.

Publications

847

Citations

H-Index

Concepts

All Affiliations

University College Cork University of British Columbia Lehigh University University College Dublin

About

Michael P. Mortell is an author at University College Cork specializing in physics, engineering, and aeroacoustics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Physics	8	8	199
2	Engineering	7	7	196
3	Mechanical Engineering	4	4	133
4	Mechanics	2	2	66
5	Acoustics	1	1	13

Michael P. Mortell

Publications

394

Citations

H-Index

Page 1

	Year	Citations
Resonant acoustic oscillations with damping: small rate theory Brian R. Seymour, Michael P. Mortell Journal of Fluid Mechanics Lumped Damping CoefficientAeroacousticsResonant Acoustic OscillationsEngineeringEngineering Acoustic	1973	54
The evolution of resonant water-wave oscillations E. A. Cox, Michael P. Mortell Journal of Fluid Mechanics	1986	52
Finite amplitude waves in bounded media: nonlinear free vibrations of an elastic panel Michael P. Mortell, E. Varley Proceedings of the Royal Society of London A Mathematical and Physical Sciences	1970	44
Nonlinear resonant oscillations in closed tubes of variable cross-section Michael P. Mortell, Brian R. Seymour Journal of Fluid Mechanics Biomedical AcousticsVibrationsVariable Cross-sectionPhysicsCone Resonator	2004	39
Nonlinear resonant oscillations in open tubes Brian R. Seymour, Michael P. Mortell Journal of Fluid Mechanics VibrationsEngineeringPhysicsDetonation PhenomenonWave Physics	1973	29
Pulse Propagation in a Nonlinear Viscoelastic Rod of Finite Length Michael P. Mortell, Brian R. Seymour SIAM Journal on Applied Mathematics AeroacousticsEngineeringMechanical EngineeringWave MotionComputational Mechanics	1972	27
A finite-rate theory of resonance in a closed tube: discontinuous solutions of a functional equation Brian R. Seymour, Michael P. Mortell Journal of Fluid Mechanics Periodic SolutionsAeroacousticsNonlinear Functional EquationPhysicsClosed Tube	1980	25
Mechanism of Synchronization in Frequency Dividers Andreas Amann, Michael P. Mortell, Eoin P. O’Reilly, IEEE Transactions on Circuits and Systems I Regular Papers Nonlinear OscillationResponse FunctionEngineeringClock RecoverySynchronization Protocol	2009	23
Nonlinear forced oscillations in a closed tube: continuous solutions of a functional equation Michael P. Mortell, Brian R. Seymour Proceedings of the Royal Society of London A Mathematical and Physical Sciences	1979	18
The Evolution of a Self-Sustained Oscillation in a Nonlinear Continuous System Michael P. Mortell, Brian R. Seymour Journal of Applied Mechanics Nonlinear Difference EquationNonlinear OscillationGas-filled TubeNonlinear Continuous SystemOscillation Theory	1973	16

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