Faculty

Institution

Unit

Venue

David J. Griffiths

Emeritus Professor of Physics

Reed College

Affiliations

Mathematical and Natural Sciences

Physics

David J. Griffiths is currently serving as a Mathematical And Natural Sciences Emeritus Professor of Physics at Reed College.

Honors

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Experiences

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Education

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David J. Griffiths

Reed College

Emeritus Professor of Physics

You can click a keyword to filter the displayed items

physics electromagnetism mathematical physics mathematics applied physics applied mathematics electromagnetic fields quantum mechanics condensed matter physics spectral theory computational physics rational mechanic particle physics quantum field theory quantum science nature physic condensed matter theoretical physics nonlinear dynamics nonlinear science magnetic resonance computational electromagnetics electrical insulation nonlinear phenomenon modern physics high energy physics engineering science quantum theory solid-state electronics molecular physics quantum systems charged particle quantum dynamics semiconductor nanostructures quantum devices history of mathematics philosophy of physics special relativity magnetic fields classical mechanics hyperbolic equations higher dimensional problems variational analysis wave group wave theory rogue waves constructive approximation approximation methods nonlinear hyperbolic problem nonlinear functional analysis wave mechanics lie point symmetry symmetry (physics) conservation laws perturbation methods singularly perturbed problem defect-assisted relaxation abraham-lorentz versus landau-lifshitz radiation-gauge fields lorentz transformation laws covariant derivatives infinite-dimensional fields static fields infinite straight wire j. phys variational principle natural ball lightning lump silicon electrical arcs luminous bodies physic education history and philosophy of science history of science science and technology studies philosophy of mathematics

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Taxonomy of Magnetostatic Field Lines. American Journal of Physics (2024)

physicselectromagnetismmagnetic resonancemagnetohydrodynamicsmagnetismnature physic

Motion of a Charged Particle in the Static Fields of an Infinite Straight Wire. American Journal of Physics (2022)

Joel FranklinDavid J. GriffithsNelia Mann

physicselectromagnetismmechanical engineeringstatic fieldscharged particlemagnetic fieldsnumerical simulationsapplied physicsinfinite straight wire

Reply to: All Magnetic Phenomena Are Not Due to Electric Charges in Motion [Am. J. Phys. 90, 7-8 (2022)]. American Journal of Physics (2021)

physicselectromagnetic fieldselectrical insulationelectromagnetismmagnetic resonancemagnetohydrodynamicscondensed matter physicsspintronicsmagnetismcondensed matterelectron configurationnature physic

Comment on “Acceleration Due to Buoyancy and Mass Renormalization” [Am. J. Phys. 87, 165–170 (2019)]. American Journal of Physics (2019)

physicsrational mechanicgravityfluid dynamicsmultiphase flowsmechanicsmechanical engineeringnumerical modeling (geology)computational fluid dynamicscomputational mechanicsenvironmental fluid mechanicsnumerical simulationsfluid mechanicsfluid sciencefluid flowcomputational physicsengineering

Introduction to Quantum Mechanics. Cambridge University Press eBooks (2018)

quantum theoryquantum sciencequantum systemsquantum mechanicsquantum dynamicsmathematicsquantum information science

Quantum Mechanics in Three Dimensions. Cambridge University Press eBooks (2018)

physicstheoretical physicsquantum theoryquantum sciencequantum mechanicsquantum systemshigher dimensional problemsquantum entanglement

Symmetries Conservation Laws. Cambridge University Press eBooks (2018)

symmetryrational mechaniclie point symmetrymathematical sciencesgeometrygeneral systemssymmetry (physics)conservation lawsmathematical physicsdifferential equationsnonlinear dynamicsmathematicsapplied mathematics

The Variational Principle. Cambridge University Press eBooks (2018)

geometric analysisvariational analysisfunction spacesapplied mathematicsvariational principlemathematics

The Wave Function. Cambridge University Press eBooks (2018)

harmonic analysiswave groupboundary value problemswave nonlinearitynonlinear phenomenawave theorynonlinear sciencerogue wavesnonlinear analysiswave functionspectral theorywavelets

The Wkb Approximation. Cambridge University Press eBooks (2018)

numerical algorithmswkb approximationconstructive approximationapproximation theoryasymptotic analysisapproximation methodsmathematics

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David J. Griffiths

Emeritus Professor of Physics

Reed College

Affiliations

Mathematical and Natural Sciences

Physics

David J. Griffiths is currently serving as a Mathematical And Natural Sciences Emeritus Professor of Physics at Reed College.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

David J. Griffiths

Reed College

Emeritus Professor of Physics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Taxonomy of Magnetostatic Field Lines. American Journal of Physics (2024)

physicselectromagnetismmagnetic resonancemagnetohydrodynamicsmagnetismnature physic

Motion of a Charged Particle in the Static Fields of an Infinite Straight Wire. American Journal of Physics (2022)

Joel FranklinDavid J. GriffithsNelia Mann

physicselectromagnetismmechanical engineeringstatic fieldscharged particlemagnetic fieldsnumerical simulationsapplied physicsinfinite straight wire

Reply to: All Magnetic Phenomena Are Not Due to Electric Charges in Motion [Am. J. Phys. 90, 7-8 (2022)]. American Journal of Physics (2021)

physicselectromagnetic fieldselectrical insulationelectromagnetismmagnetic resonancemagnetohydrodynamicscondensed matter physicsspintronicsmagnetismcondensed matterelectron configurationnature physic

Comment on “Acceleration Due to Buoyancy and Mass Renormalization” [Am. J. Phys. 87, 165–170 (2019)]. American Journal of Physics (2019)

Introduction to Quantum Mechanics. Cambridge University Press eBooks (2018)

quantum theoryquantum sciencequantum systemsquantum mechanicsquantum dynamicsmathematicsquantum information science

Quantum Mechanics in Three Dimensions. Cambridge University Press eBooks (2018)

physicstheoretical physicsquantum theoryquantum sciencequantum mechanicsquantum systemshigher dimensional problemsquantum entanglement

Symmetries Conservation Laws. Cambridge University Press eBooks (2018)

The Variational Principle. Cambridge University Press eBooks (2018)

geometric analysisvariational analysisfunction spacesapplied mathematicsvariational principlemathematics

The Wave Function. Cambridge University Press eBooks (2018)

harmonic analysiswave groupboundary value problemswave nonlinearitynonlinear phenomenawave theorynonlinear sciencerogue wavesnonlinear analysiswave functionspectral theorywavelets

The Wkb Approximation. Cambridge University Press eBooks (2018)

numerical algorithmswkb approximationconstructive approximationapproximation theoryasymptotic analysisapproximation methodsmathematics

1
2
3
4
5
10 / page