J. P. Coyette - Concepedia

Author

J. P. Coyette

University of Canterbury

Also Known As

J-P. Coyette, J. Coyette, J. P. COYETTE, J. P. Coyette, J.-P. Coyette, J.P. Coyette, J.‐P. Coyette, JP COYETTE

Publications

702

Citations

H-Index

Concepts

All Affiliations

University of Canterbury Dynamic Systems (United States)UCLouvain KU Leuven

About

J. P. Coyette is an author at University of Canterbury specializing in engineering, aeroacoustics, and numerical analysis.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	9	9	615
2	Physics	5	5	508
3	Mechanical Engineering	4	4	280
4	Applied Physics	1	1	58
5	Mechanics	1	1	37

J. P. Coyette

Publications

678

Citations

H-Index

Page 1

	Year	Citations
Mapped Wave Envelope Elements for Acoustical Radiation and Scattering R.J. Astley, Gavin J. Macaulay, J. P. Coyette Journal of Sound and Vibration Acoustic MethodsAeroacousticsEngineeringPhysicsPhysical Acoustic	1994	164
Three-dimensional wave-envelope elements of variable order for acoustic radiation and scattering. Part I. Formulation in the frequency domain R.J. Astley, Gavin J. Macaulay, J. P. Coyette, The Journal of the Acoustical Society of America Numerical AnalysisAeroacousticsEngineeringMechanical EngineeringRadial Order	1998	113
Three-dimensional wave-envelope elements of variable order for acoustic radiation and scattering. Part II. Formulation in the time domain R.J. Astley, J. P. Coyette, Luc Cremers The Journal of the Acoustical Society of America Numerical AnalysisAeroacousticsEngineeringMechanical EngineeringInverse Fourier Transformation	1998	110
A Variable Order Infinite Acoustic Wave Envelope Element Luc Cremers, K.R. Fyfe, J. P. Coyette Journal of Sound and Vibration Nonlinear AcousticAeroacousticsPhysicsPhysical Acoustic	1994	63
The performance of spheroidal infinite elements R.J. Astley, J. P. Coyette International Journal for Numerical Methods in Engineering Numerical AnalysisFinite Element MethodSpheroidal ElementsDiscrete GeometryEngineering	2001	58
Conditioning of infinite element schemes for wave problems R.J. Astley, J. P. Coyette Communications in Numerical Methods in Engineering Numerical AnalysisFinite Element MethodSpectral TheoryInfinite Element SchemesEngineering	2001	52
Displacement-based finite element method for guided wave propagation problems: Application to poroelastic media V. Easwaran, Walter Lauriks, J. P. Coyette The Journal of the Acoustical Society of America Numerical AnalysisEngineeringMechanical EngineeringStructural OptimizationComputational Mechanics	1996	37
Cable network analysis by a nonlinear programming technique J. P. Coyette, Pierre Guisset Engineering Structures Mathematical ProgrammingNetwork ScienceEngineeringNetwork PlanningNetwork Analysis	1988	35
An Improved Formulation for Acoustic Eigenmode Extraction from Boundary Element Models J. P. Coyette, K.R. Fyfe Journal of vibration and acoustics Numerical AnalysisSpectral TheoryAeroacousticsEngineeringAcoustic Eigenmode Extraction	1990	26
The use of finite-element and boundary-element models for predicting the vibro-acoustic behaviour of layered structures J. P. Coyette Advances in Engineering Software AeroacousticsEngineeringVibro-acoustic BehaviourBoundary-element ModelsLayered Structures	1999	20

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