Finite Elements in Action
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Finite Elements in Action
Modeling Quantum Mechanics and Electrodynamics in Nanoscale Systems
Ram-Mohan, L. Ramdas
Oxford University Press
04/2026
528
Dura
Inglês
9780199563487
Pré-lançamento - envio 15 a 20 dias após a sua edição
Descrição não disponível.
Part I - The Action Integral in Quantum Mechanics
1: Schroedinger's equation and the action
2: Action, FEM and BCs
3: Element geometries for 2D and 3D
4: Boundary conditions at material interfaces
5: Accidental degeneracy in cubic semiconductor quantum dots
Part II - Quantum Scattering
6: Quantum scattering in 1D revisited
7: 2D quantum waveguides
8: Quantum scattering in 2D waveguides
9: Open domain quantum scattering with sources and absorbers
Part III - Wavefunction Engineering
10: Wavefunction engineering of semiconductor nanostructures
11: Schroedinger-Poisson self-consistency in layered semiconductor nanostructures
Part IV - Steady-state current distributions
12: The Extraordinary Magneto-Resistance effect in metal- semiconductor structures
13: Read-head design based on the EMR effect
Part V - Electrodynamics
14: Fields in electromagnetic waveguides
15: Modeling photonic crystals with Hermite FEM
16: Cavity Electrodynamics and symmetries
17: Dimensional continuation of EM singularities in structures with re-entrant geometry
18: The gauge degree of freedom in Electrodynamics
Part VI - Further applications of FEM
A: Derivation of shape functions using group theory
B: Shape functions for 1D, 2D, and 3D finite elements
C: Hermite Least Squares Data Fitting
1: Schroedinger's equation and the action
2: Action, FEM and BCs
3: Element geometries for 2D and 3D
4: Boundary conditions at material interfaces
5: Accidental degeneracy in cubic semiconductor quantum dots
Part II - Quantum Scattering
6: Quantum scattering in 1D revisited
7: 2D quantum waveguides
8: Quantum scattering in 2D waveguides
9: Open domain quantum scattering with sources and absorbers
Part III - Wavefunction Engineering
10: Wavefunction engineering of semiconductor nanostructures
11: Schroedinger-Poisson self-consistency in layered semiconductor nanostructures
Part IV - Steady-state current distributions
12: The Extraordinary Magneto-Resistance effect in metal- semiconductor structures
13: Read-head design based on the EMR effect
Part V - Electrodynamics
14: Fields in electromagnetic waveguides
15: Modeling photonic crystals with Hermite FEM
16: Cavity Electrodynamics and symmetries
17: Dimensional continuation of EM singularities in structures with re-entrant geometry
18: The gauge degree of freedom in Electrodynamics
Part VI - Further applications of FEM
A: Derivation of shape functions using group theory
B: Shape functions for 1D, 2D, and 3D finite elements
C: Hermite Least Squares Data Fitting
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
Part I - The Action Integral in Quantum Mechanics
1: Schroedinger's equation and the action
2: Action, FEM and BCs
3: Element geometries for 2D and 3D
4: Boundary conditions at material interfaces
5: Accidental degeneracy in cubic semiconductor quantum dots
Part II - Quantum Scattering
6: Quantum scattering in 1D revisited
7: 2D quantum waveguides
8: Quantum scattering in 2D waveguides
9: Open domain quantum scattering with sources and absorbers
Part III - Wavefunction Engineering
10: Wavefunction engineering of semiconductor nanostructures
11: Schroedinger-Poisson self-consistency in layered semiconductor nanostructures
Part IV - Steady-state current distributions
12: The Extraordinary Magneto-Resistance effect in metal- semiconductor structures
13: Read-head design based on the EMR effect
Part V - Electrodynamics
14: Fields in electromagnetic waveguides
15: Modeling photonic crystals with Hermite FEM
16: Cavity Electrodynamics and symmetries
17: Dimensional continuation of EM singularities in structures with re-entrant geometry
18: The gauge degree of freedom in Electrodynamics
Part VI - Further applications of FEM
A: Derivation of shape functions using group theory
B: Shape functions for 1D, 2D, and 3D finite elements
C: Hermite Least Squares Data Fitting
1: Schroedinger's equation and the action
2: Action, FEM and BCs
3: Element geometries for 2D and 3D
4: Boundary conditions at material interfaces
5: Accidental degeneracy in cubic semiconductor quantum dots
Part II - Quantum Scattering
6: Quantum scattering in 1D revisited
7: 2D quantum waveguides
8: Quantum scattering in 2D waveguides
9: Open domain quantum scattering with sources and absorbers
Part III - Wavefunction Engineering
10: Wavefunction engineering of semiconductor nanostructures
11: Schroedinger-Poisson self-consistency in layered semiconductor nanostructures
Part IV - Steady-state current distributions
12: The Extraordinary Magneto-Resistance effect in metal- semiconductor structures
13: Read-head design based on the EMR effect
Part V - Electrodynamics
14: Fields in electromagnetic waveguides
15: Modeling photonic crystals with Hermite FEM
16: Cavity Electrodynamics and symmetries
17: Dimensional continuation of EM singularities in structures with re-entrant geometry
18: The gauge degree of freedom in Electrodynamics
Part VI - Further applications of FEM
A: Derivation of shape functions using group theory
B: Shape functions for 1D, 2D, and 3D finite elements
C: Hermite Least Squares Data Fitting
Este título pertence ao(s) assunto(s) indicados(s). Para ver outros títulos clique no assunto desejado.
