R. C. MacCamy - Concepedia

Author

R. C. MacCamy

Also Known As

MACCAMY, R.C., MacCamy, R. C., MacCamy, Richard C., Maccamy,R C, R. C. MacCAMY, R. C. MacCamy, R. C. Maccamy, R. MacCamy, R.C MacCamy, R.C. MACCAMY

106

Publications

4.1K

Citations

H-Index

Concepts

All Affiliations

Carnegie Mellon University Carnegie Institution for Science

About

R. C. MacCamy is an author at Carnegie Mellon University specializing in engineering, numerical analysis, and computational electromagnetics.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	19	28	1.4K
2	Applied Physics	3	3	123
3	Natural Sciences	2	2	77
4	Civil Engineering	2	2	559
5	Marine Engineering	2	2	565

R. C. MacCamy

Publications

3.9K

Citations

H-Index

Page 1

	Year	Citations
Non-linear age-dependent population dynamics Morton E. Gurtin, R. C. MacCamy Archive for Rational Mechanics and Analysis Population DynamicDemographyDemographic ProcessDemographic ForecastingStatistics	1974	668
Wave forces on piles: a diffraction theory R. C. MacCamy, R. A. Fuchs US Army Corps of Engineers: Engineer Research and Development Center (Knowledge Core) Coastal EngineeringEngineeringSurface WaveMechanical EngineeringDiffraction Theory	1954	527
On the diffusion of biological populations Morton E. Gurtin, R. C. MacCamy Mathematical Biosciences Biological PopulationsEvolutionary BiologyDiffusion ProcessPopulation DynamicDiffusion-based Modeling	1977	522
Solution of Boundary Value Problems by Integral Equations of the First Kind George C. Hsiao, R. C. MacCamy SIAM Review Numerical AnalysisMethod Of Fundamental SolutionIntegral Equation ProcedureElliptic EquationResolvent Kernel	1973	173
An integro-differential equation with application in heat flow R. C. MacCamy Quarterly of Applied Mathematics	1977	164
A model for one-dimensional, nonlinear viscoelasticity R. C. MacCamy Quarterly of Applied Mathematics	1977	156
Some simple models for nonlinear age-dependent population dynamics Morton E. Gurtin, R. C. MacCamy Mathematical Biosciences Simple ModelsLongevityPopulation DynamicDemographyDemographic Process	1979	154
Existence and nonexistence in the large of solutions of quasilinear wave equations R. C. MacCamy, V. J. Mizel Archive for Rational Mechanics and Analysis Elliptic EquationQuasilinear Wave EquationsParabolic EquationNonlinear Hyperbolic ProblemIntegrable System	1967	90
A finite element method for exterior interface problems R. C. MacCamy, Samuel P. Marin International Journal of Mathematics and Mathematical Sciences Numerical AnalysisFinite Element MethodNon‐local Boundary ConditionInner RegionEngineering	1980	85
A coordinate transformation for the porous media equation that renders the free boundary stationary Morton E. Gurtin, R. C. MacCamy, E. A. Socolovsky Quarterly of Applied Mathematics Numerical AnalysisFree BoundariesPore StructureEngineeringFree Boundary Problem	1984	79

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