Faculty

Institution

Unit

Venue

Roberto Camassa

Kenan Distinguished Professor

University of North Carolina at Chapel Hill

Affiliations

College of Arts and Sciences

Mathematics

Roberto Camassa is currently serving as a College Of Arts And Sciences Kenan Distinguished Professor at University of North Carolina At Chapel Hill.

Honors

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Experiences

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Education

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Roberto Camassa

University of North Carolina at Chapel Hill

Kenan Distinguished Professor

You can click a keyword to filter the displayed items

fluid dynamics fluid mechanics applied physics applied mathematics physics fluid flow nonlinear phenomena nonlinear science numerical simulations stratified fluids materials science transport phenomena nonlinear dynamics dynamical systems mathematical physics flow physics differential equations partial differential equations computational fluid dynamics nonlinear systems nonlinear analysis wave propagation fluid science wave motion nonlinear wave propagation marine hydrodynamics disperse flow dispersion science wave theory integrable systems hydrodynamic stability incompressible flow viscous fluid statistical mechanics fragmentation effect nonlinear process nanofluidics exact solutions euler fluids stratified fluid boundary value problems hydraulics numerical method for partial differential equation ocean internal wave chaos theory bifurcation theory fluid-solid interactions peaked solitons two-fluid system billiard solutions marine snow nonlinear pdes initial value problem long-wave models large-amplitude internal waves passive tracer nonlinear internal waves marine chemistry engineering science coastal research ocean modelling controlled release nonlinear hyperbolic problem coherent process kam theory environmental fluid dynamics compressible flows discrete integrable system discrete dynamical systems stability analysis marine ecology atmospheric models manifold modeling global geometry global analysis internal waves applied analysis applied mathematical modelling

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Hamiltonian Set-Up for 4-Layer Density Stratified Euler Fluids. arXiv (Cornell University) (2024)

Camassa, R.Falqui, G.Ortenzi, G.Pedroni, M.Ho, T. T. Vu

hamiltonian set-upfluid dynamicsapplied mathematicsfluid mechanicseuler fluids

A Long-Wave Model for a Falling Upper Convected Maxwell Film Inside a Tube. Journal of Fluid Mechanics (2024)

Roberto CamassaH. Reed OgroskyJeffrey Olander

numerical simulationslong-wave modelmaxwell filmwave propagationfluid flowfluid dynamicsmechanical engineeringcomputational fluid dynamicsfluid mechanics

Evolution of Derivative Singularities in Hyperbolic Quasilinear Systems of Conservation Laws. SIAM Journal on Applied Mathematics (2024)

Russell ArnoldRoberto CamassaGregorio FalquiGiovanni OrtenziMarco Pedroni

derivative singularitieshyperbolic quasilinear systemsconservation lawsapplied mathematics

Hamiltonian Shocks. Studies in Applied Mathematics (2024)

Russell ArnoldRoberto CamassaLingyun Ding

mathematical analysishamiltonian shocksstatisticsapplied algebrafluid dynamicsdynamical systemsapplied mathematical modellingapplied mathematicsmathematicshamiltonian theory

VIDEO: Diffusion-Limited Settling of Highly Porous Particles in Density-Stratified Fluids. 75th Annual Meeting of the APS Division of Fluid Dynamics - Gallery of Fluid Motion (2024)

Robert HuntRoberto CamassaRichard M. McLaughlinDaniel M. Harris

porous particlesfluid flowparticle-laden flowsfluid dynamicsdensity-stratified fluidsdiffusionfluid mechanicsdiffusion-limited settling

Extreme Seasonal Water-Level Changes and Hydraulic Modeling of Deep, High-Altitude, Glacial-Carved, Himalayan Lakes. Scientific Reports (2023)

R. CamassaE. F. EidamL. G. LeveR. M. McLaughlinH. E. SeimS. Sharma

environmental sciencehydrological modelinghydrologycryosphereearth sciencehydraulic modelingextreme environmentshimalayan lakesplanetary sciencesclimate changearid environments

Self-Induced Flow Over a Cylinder in a Stratified Fluid. Journal of Fluid Mechanics (2023)

Jim ThomasRoberto Camassa

self-induced flowfluid flowfluid dynamicsfluid mechanicsstratified fluid

Simple Two-Layer Dispersive Models in the Hamiltonian Reduction Formalism. Nonlinearity (2023)

R CamassaG FalquiG OrtenziM PedroniT T Vu Ho

nonlinear phenomenanonlinear sciencewave nonlinearitynonlinear processhamiltonian reduction formalismapplied mathematics

Traveling Faraday Waves. Physical Review Fluids (2023)

Jian H. GuanConnor W. MagoonMatthew DureyRoberto CamassaPedro J. Sáenz

fluid mechanicsphysicsapplied physics

Critical Density Triplets for the Arrestment of a Sphere Falling in a Sharply Stratified Fluid. Advances in mathematical fluid mechanics (2022)

Roberto CamassaLingyun DingRichard M. McLaughlinRobert OvermanRichard ParkerAshwin Vaidya

critical density tripletsfluid dynamicsapplied physicsapplied mathematicsfluid mechanicsstratified fluid

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Roberto Camassa

Kenan Distinguished Professor

University of North Carolina at Chapel Hill

Affiliations

College of Arts and Sciences

Mathematics

Roberto Camassa is currently serving as a College Of Arts And Sciences Kenan Distinguished Professor at University of North Carolina At Chapel Hill.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Roberto Camassa

University of North Carolina at Chapel Hill

Kenan Distinguished Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Hamiltonian Set-Up for 4-Layer Density Stratified Euler Fluids. arXiv (Cornell University) (2024)

Camassa, R.Falqui, G.Ortenzi, G.Pedroni, M.Ho, T. T. Vu

hamiltonian set-upfluid dynamicsapplied mathematicsfluid mechanicseuler fluids

A Long-Wave Model for a Falling Upper Convected Maxwell Film Inside a Tube. Journal of Fluid Mechanics (2024)

Roberto CamassaH. Reed OgroskyJeffrey Olander

numerical simulationslong-wave modelmaxwell filmwave propagationfluid flowfluid dynamicsmechanical engineeringcomputational fluid dynamicsfluid mechanics

Evolution of Derivative Singularities in Hyperbolic Quasilinear Systems of Conservation Laws. SIAM Journal on Applied Mathematics (2024)

Russell ArnoldRoberto CamassaGregorio FalquiGiovanni OrtenziMarco Pedroni

derivative singularitieshyperbolic quasilinear systemsconservation lawsapplied mathematics

Hamiltonian Shocks. Studies in Applied Mathematics (2024)

Russell ArnoldRoberto CamassaLingyun Ding

mathematical analysishamiltonian shocksstatisticsapplied algebrafluid dynamicsdynamical systemsapplied mathematical modellingapplied mathematicsmathematicshamiltonian theory

VIDEO: Diffusion-Limited Settling of Highly Porous Particles in Density-Stratified Fluids. 75th Annual Meeting of the APS Division of Fluid Dynamics - Gallery of Fluid Motion (2024)

Robert HuntRoberto CamassaRichard M. McLaughlinDaniel M. Harris

porous particlesfluid flowparticle-laden flowsfluid dynamicsdensity-stratified fluidsdiffusionfluid mechanicsdiffusion-limited settling

Extreme Seasonal Water-Level Changes and Hydraulic Modeling of Deep, High-Altitude, Glacial-Carved, Himalayan Lakes. Scientific Reports (2023)

R. CamassaE. F. EidamL. G. LeveR. M. McLaughlinH. E. SeimS. Sharma

environmental sciencehydrological modelinghydrologycryosphereearth sciencehydraulic modelingextreme environmentshimalayan lakesplanetary sciencesclimate changearid environments

Self-Induced Flow Over a Cylinder in a Stratified Fluid. Journal of Fluid Mechanics (2023)

Jim ThomasRoberto Camassa

self-induced flowfluid flowfluid dynamicsfluid mechanicsstratified fluid

Simple Two-Layer Dispersive Models in the Hamiltonian Reduction Formalism. Nonlinearity (2023)

R CamassaG FalquiG OrtenziM PedroniT T Vu Ho

nonlinear phenomenanonlinear sciencewave nonlinearitynonlinear processhamiltonian reduction formalismapplied mathematics

Traveling Faraday Waves. Physical Review Fluids (2023)

Jian H. GuanConnor W. MagoonMatthew DureyRoberto CamassaPedro J. Sáenz

fluid mechanicsphysicsapplied physics

Critical Density Triplets for the Arrestment of a Sphere Falling in a Sharply Stratified Fluid. Advances in mathematical fluid mechanics (2022)

Roberto CamassaLingyun DingRichard M. McLaughlinRobert OvermanRichard ParkerAshwin Vaidya

critical density tripletsfluid dynamicsapplied physicsapplied mathematicsfluid mechanicsstratified fluid

1
2
3
4
5
18
10 / page

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David Nicholls

Institution

University of Illinois Chicago

applied pde

numerical treatment

Susan Friedlander

Institution

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partial differential equation

hydrodynamic stability

Richard McLaughlin

Institution

University of North Carolina at Chapel Hill

multiphysics problem

scientific computing

Gieri Simonett

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calculus of variation

nonlinear analysis

Roman Shvydkoy

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applied mathematics

turbulence modeling

Ralph E. Showalter

Institution

Oregon State University

diffusion process

pore structure

Tristan Buckmaster

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hydrodynamic stability

fluid equations

John A. Adam

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spectral theory

difference equation

Larry G Redekopp

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nonlinear waves

wave theory

Leonid Piterbarg

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applied mathematics

oceanography