دانلود کتاب Field Theory of Nonimaging Optics

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Cover
Half Title
Title Page
Copyright Page
Contents
1. The Light Field and the Flowline Design Method
1.1. Introduction
1.2. Sphere Ellipse Paradox
1.3. The Irradiance Vector
1.4. Irradiance Vector, Geometrical Vector Flux and Étendue
1.5. The Edge Ray Principle and the Cone of Edge Rays
1.6. Basic Properties ofa Light Field D
1.7. Surface Integral of D
1.8. The Line Integral of D
1.9. Flowline Design Method
1.10. The Role of Coordinate Systems
1.11. Field of Non-Lambertian Sources
2. Flowline Method in Nonimaging Designs
2.1. Compound Parabolic Concentrator CPC
2.2. Hyperparabolic Concentrator HPC
2.3. Compound Elliptical Concentrator
2.4. Coordinate Systems in the Flowline Design Method
2.5. 3D Hyperboloid
2.6. One-Sheeted Hyperboloid
2.7. Flowline Asymmetric Nonimaging Concentrating Optics
2.8. Ideal Source-Receiver Transmission Design
3. Field Theory Elements
3.1. Classification of Nonimaging Optics Fields
3.2. Geometrical Description of Modulus of D
3.3. Contour Integrals of the Light Field
3.4. D Produced by an Arbitrary Plane Source
3.5. Vector Potential and Gauge Invariance
3.6. Some Irradiance Pattern Computation Examples
3.7. The Curl of D and Quasipotential Fields
3.8. Basic Introduction to Lorentz Geometry
3.9. Application of Lorentz Geometry to the Evaluation of D
4. The Irradiance Vector in Optical Media
4.1. D Vector at Interface between Refractive Media
4.2. Orthogonal Refractive Interfaces
4.3. Refracted Cone of Edge Rays
4.4. D through Refractive Media
4.5. D through Reflective Media
4.6. Lorentz Formalism to Compute D through Refractive Media
4.7. Using Lorentz Formalism to Compute D through Reflective Media
4.8. D through Inhomogeneous Refractive Medium, Curved Cones of Edge Rays
5. Thermodynamic Basis of the Irradiance Vector
5.1. Introduction
5.2. Relations between D and Thermodynamic Variables
5.3. Thermodynamic Origin of Nonimaging Optics
5.4. Blackbody Radiation in a Cavity and the Radiation Pressure
5.5. Kirchhoff Radiation Law
6. Phase Space in Nonimaging Optics
6.1. Introduction to Phase Space in Nonimaging Optics
6.2. Irradiance Vector D in Phase Space
6.3. The θiθo Concentrator
6.4. Cone Concentrator as Ideal 3D Phase Space Transfer Device
6.5. Fermi Proof of Phase Space Volume or Étendue Conservation
A. The Edge Ray Theorem
A.1. Introduction
A.2. The Continuous Case
A.3. The Sequential Surface
A.4. The Flowline Mirror Case
Bibliography
Index