Light matter interaction in nanostructured materials / vorgelegt von Christian Kremers. 2011
Inhalt
- Abstract
- Acknowledgments
- Contents
- Introduction
- Theoretical Foundations
- Macroscopic Electromagnetism
- Maxwell's Equations in Macroscopic Media
- Constitutive Relations
- Conservation of Energy: Poynting's Theorem
- Vector Helmholtz Equation
- Boundary Conditions
- The Electromagnetic Field produced by Currents: Formal Solution
- Vector and Scalar Potentials, Lorenz Gauge
- Solution of the Scalar Helmholtz Equation
- The Scalar Green's Function of Helmholtz's Equation
- The General Solution and Radiation Boundary Condition
- Dyadic Green's function
- Scattering of Light
- Volume Equivalence Theorem and The Volume Integral Equation
- Scattering on an Infinitely Long Cylinder
- The Total Scattering Cross Section
- Principles of Photonic Crystals
- Optical Antennas
- Cherenkov Radiation in Periodic Dielectric Media
- Introduction
- Emission SpectrumThis chapter is based on: C. Kremers, D. N. Chigrin and J. Kroha, ''Theory of Cherenkov radiation in periodic dielectric media: Emission spectrum'', Phys. Rev. A, 79(1)
- Spatial DistributionThis chapter is based on: C. Kremers and D.N. Chigrin, ``Spatial distribution of Cherenkov radiation in periodic dielectric media'', J. Opt. A., 11(11)
- Conclusion
- Appendix