Peter J. Bryant - Concepedia

Author

Peter J. Bryant

University of Canterbury

Also Known As

Johnsen, Kjell, P. J. Bryant, P.J. Bryant, Peter Bryant, Peter J. Bryant

Publications

736

Citations

H-Index

Concepts

All Affiliations

University of Canterbury University of California San Diego University of Essex Technion – Israel Institute of Technology

About

Peter J. Bryant is an author at University of Canterbury specializing in engineering, oceanography, and wave theory.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	12	15	479
2	Medicine	2	2	115
3	Biology	2	2	115
4	Natural Sciences	1	1	86
5	Cell Biology	1	1	29

Peter J. Bryant

Publications

672

Citations

H-Index

Page 1

	Year	Citations
A mathematical model for long waves generated by wavemakers in non-linear dispersive systems Jerry L. Bona, Peter J. Bryant Mathematical Proceedings of the Cambridge Philosophical Society Numerical AnalysisNon-linear Dispersive SystemsEngineeringShallow Water HydrodynamicsWave Motion	1973	123
Organ and cell allometry in Hawaiian<i>Drosophila</i>: how to make a big fly R. D. Stevenson, M. Hill, Peter J. Bryant Proceedings of the Royal Society B Biological Sciences FitnessGeneticsMolecular GeneticsAllometric ExponentsMorphological Evidence	1995	86
Periodic waves in shallow water Peter J. Bryant Journal of Fluid Mechanics Numerical AnalysisEngineeringShallow Water HydrodynamicsOceanographyWave Motion	1973	71
Different forms for nonlinear standing waves in deep water Peter J. Bryant, Michael Stiassnie Journal of Fluid Mechanics Nonlinear Ocean WavesOcean Wave MechanicsNumerical AnalysisCyclic RecurrenceEngineering	1994	48
A Quantitative Study of Cell Death and Mitotic Inhibition in γ-Irradiated Imaginal Wing Discs of Drosophila melanogaster Anthony James, Peter J. Bryant Radiation Research	1981	41
Breakdown to chaotic motion of a forced, damped, spherical pendulum Peter J. Bryant Physica D Nonlinear Phenomena Chaos TheoryMechanicsSpherical PendulumBifurcation TheoryNonlinear Resonance	1993	37
Nonlinear progressive free waves in a circular basin Peter J. Bryant Journal of Fluid Mechanics EngineeringLinear Stability CalculationsSurface WaveFluid MechanicsWave Propagation	1989	36
On a periodically forced, weakly damped pendulum. Part 3: Vertical forcing Peter J. Bryant, John W. Miles The Journal of the Australian Mathematical Society Series B Applied Mathematics EngineeringPlanar MotionInverted OscillationsMechanical SystemsPendulum Motion	1990	30
Regulative Interactions Between Cells from Different Imaginal Disks of <i>Drosophila melanogaster</i> Peter J. Bryant, Paul N. Adler, Christine Duranceau, Science CytoskeletonCellular PhysiologyCell-substrate InteractionsDrosophila MelanogasterMutation Wingless	1978	29
Two-dimensional periodic permanent waves in shallow water Peter J. Bryant Journal of Fluid Mechanics EngineeringOceanographyWave MotionWave LoadingWave Theory	1982	27

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