Wave optics in infrared spectroscopy : theory, simulation, and modeling /
Wave Optics in Infrared Spectroscopy by Thomas G. Mayerh̲fer explores the theoretical and practical aspects of infrared spectroscopy with a strong foundation in wave optics. The book covers topics such as scalar and vector theories, reflection and transmission of waves, dispersion relations, and ten...
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| Format: | E-Book |
| Sprache: | Englisch |
| Veröffentlicht: |
[S.l.] :
Elsevier,
2024.
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| Online-Zugang: | ScienceDirect |
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Inhaltsangabe:
- Intro
- Wave Optics in Infrared Spectroscopy: Theory, Simulation, and Modeling
- Copyright
- Dedication
- Contents
- Foreword
- Preface
- Part I: Scalar theory
- Chapter 1: What is wrong with absorbance?
- References
- Chapter 2: Transition from the Bouguer-Beer-Lambert approximation to wave optics and dispersion theory
- 2.1. The electric field and the electric displacement
- 2.2. The magnetic field and the magnetic induction
- 2.3. Maxwells equations in simplified form
- 2.3.1. 1st equation-Gausss law
- 2.3.2. 2nd equation-Faradays law of induction
- 2.3.3. 3rd equation-Gausss law for magnetism
- 2.3.4. 4th equation-Amperes circuital law
- 2.4. Deriving the wave equation
- 2.5. One-dimensional and harmonic waves
- 2.6. Harmonic molecular vibrations and the dielectric function
- 2.7. The Kramers-Kronig relations
- 2.8. The influence of absorption on the electromagnetic waves
- 2.9. Reflection and transmission at an interface separating two scalar media under normal incidence
- 2.10. Transmission through a thick slab suspended in vacuum
- 2.11. Transmission through a thin slab suspended in vacuum
- 2.12. Transmission through a layer on a substrate suspended in vacuum
- 2.13. Scalar and vector fields
- 2.14. Further reading
- References
- Chapter 3: The electromagnetic field
- 3.1. Maxwells relations
- 3.2. Boundary conditions
- 3.3. Energy density and flux
- 3.4. The wave equation
- 3.5. Polarized waves
- 3.6. Further reading
- References
- Chapter 4: Reflection and transmission of plane waves
- 4.1. Reflection and transmission at an interface separating two scalar media under normal incidence
- 4.2. Reflection and transmission at an interface separating two scalar semiinfinite media under nonnormal incidence
- 4.2.1. s-Polarized light
- 4.2.2. p-Polarized light
- 4.2.3. Calculation of reflectance and transmittance
- 4.2.4. Example: Dependence of the reflectance from the angle of incidence
- 4.3. Reflection and transmission at an interface separating two scalar media under nonnormal incidence-absorbing media
- 4.4. Reflection and transmission at an interface separating two scalar media under nonnormal incidence-Total/internal ref ...
- 4.5. Reflection and transmission at an interface separating two scalar media under nonnormal incidence-Matrix formalism
- 4.5.1. Matrix formulation for s-polarized waves at a single interface
- 4.5.2. Matrix formulation for p-polarized waves at a single interface
- 4.5.3. Combined matrix formulation for waves at a single interface
- 4.5.4. A layer sandwiched by two semiinfinite media
- 4.5.5. Arbitrary number of layers
- 4.5.6. Calculating the electric field strengths of a layered medium-Coherent layers
- 4.5.7. Incoherent layers
- 4.5.8. Mixed coherent and incoherent layers