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Science > Radiation

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TERRESTRIAL RADIATIVE TRANSFER: MODELING, COMPUTATION, AND DATA ANALYSIS

Author(s): Natsuyama, H.h.
Edition: 1st
ISBN10: 4431702067
ISBN13: 9784431702061
Cover: Paperback
 
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SummaryTable of Contents
Provides a modern treatment of both direct and inverse problems applicable to the remote sensing of earth from space or from the air. Paper.
Basic Concepts
1(18)
Introduction
1(1)
Invariant imbedding and a simple model of reflection
2(3)
Computation of reflection function
5(4)
Internal intensity and source functions
9(2)
Internal intensity model
9(1)
Source function
10(1)
Physical/mathematical descriptions
11(3)
Intensity of radiation and source function
14(2)
Discussion
16(3)
References
17(2)
Inhomogeneous Plane-Parallel Atmospheres
19(54)
Introduction
19(1)
Diffuse Reflection and Transmission
20(7)
The physical problem
20(1)
Invariant imbedding
21(6)
Computational method and results
27(10)
Discretization by Gaussian quadrature
27(1)
Numerical integration of a system of differential equations
28(3)
Computational procedure for reflection matrix
31(1)
Computational results
32(5)
Internal Intensity and Source Functions
37(12)
Basic Cauchy problem
37(7)
Computational method
44(2)
Computational results
46(3)
Internal Emitting Sources
49(8)
Emergent intensity
50(2)
Computational results for emergent intensities
52(2)
Source function
54(1)
Internal intensity functions
55(2)
Analytical derivation of Cauchy problems
57(1)
Reflecting Surfaces
57(6)
Lambert surface reflector
57(1)
Computational method and results
58(1)
Specular reflector
59(2)
Equivalence relationships between cases with reflecting and absorbing surfaces
61(1)
Discussion
62(1)
Omnidirectional Illumination
63(6)
Introduction
63(1)
The b and h functions
63(3)
Computational method and results
66(1)
Monodirectional illumination
67(1)
Internal emitting sources
68(1)
Discussion
69(4)
References
70(3)
Inverse Problems
73(26)
Introduction
73(1)
Associative memories
74(7)
Associative memory method
75(1)
Computational procedure
76(1)
Computational experiments
76(1)
Albedo estimation
77(2)
Estimation of thickness
79(1)
Estimation of thickness with different training sets
79(1)
Extrapolation and interpolation in estimation of thickness
80(1)
Percent error in estimates of thickness
80(1)
Discussion
81(1)
Quasilinearization
81(6)
Model equations
82(1)
Inverse problem
83(1)
Quasilinearization problem
84(1)
Quasilinearization theory
85(2)
Quasilinearization method
87(1)
FEED automatic derivative evaluation
87(4)
Introduction to FEED
87(1)
Description of FEED by an example
88(2)
Remarks and extensions
90(1)
Inverse problems for inhomogeneous media and effect of criterion on estimates
91(5)
Inverse problems for layered media
91(1)
Estimation of optical thickness
92(1)
Numerical results for albedo of a layered medium
92(1)
Numerical results for a parabolic albedo profile
93(1)
Effect of optimizing criterion
93(1)
Monte Carlo and the effect of noise on estimates
94(2)
Other inversion techniques
96(1)
Discussion
97(2)
References
98(1)
Anisotropic Scattering
99(20)
Introduction
99(4)
One-dimensional reflection function
100(1)
One-dimensional transmission function
101(2)
Phase function dependent on polar angles
103(1)
Basic equations
103(1)
Computation
104(1)
Phase function expandable in Legendre polynomials
104(3)
Basic equations
104(1)
Expansion approximation
105(1)
Computation
106(1)
Estimation of Phase Function
107(3)
Estimation problem
107(1)
Computational results
108(2)
Flux Equivalences
110(5)
Introduction
110(1)
Reflected and transmitted fluxes with isotropic scattering
110(1)
Reflected and transmitted fluxes with Rayleigh scattering in a slab
111(1)
Approximate formulas
111(1)
Computational results
112(3)
Three-Dimensional Reflection and Transmission
115(1)
Three-dimensional medium
115(1)
Reflection function
115(1)
Concluding Remarks
116(3)
References
118(1)
Finite Orders of Scattering
119(16)
Introduction
119(2)
Scattering and Transmission Functions of Finite Order
121(3)
Finite order scattering functions
121(1)
Finite order transmission functions
122(2)
The Auxiliary Equation and its Solution
124(3)
Cumulative Functions
127(5)
Discussion
132(3)
References
133(2)
Scattering Matrix
135(20)
Introduction
135(1)
The Scattering Matrix
136(4)
The Homogeneous Medium
140(1)
The Transport Equation
141(2)
The Star-Semi-Group
143(1)
The n Terms Solutions
144(1)
The Discrete Case
145(2)
The Time-Dependent Case
147(6)
Concluding Remarks
153(2)
References
154(1)
Atmospheric Correction
155(24)
Introduction
155(1)
Radiative Processes in the Atmosphere
156(4)
Diffuse radiance in the atmosphere
156(2)
Atmospheric models
158(2)
Atmospheric Correction for Landsat Data
160(2)
Single-reflection approximation
160(1)
Correction procedure (convolution method)
161(1)
Results and discussion
162(1)
Atmospheric Correction for Aircraft Data
162(2)
Evaluation of the internal radiation field
162(1)
Results and Discussion
163(1)
Outline of the AECS Software
164(2)
General Models and Approximations
166(9)
General solution
167(5)
Approximation methods
172(3)
Results and Discussion
175(4)
References
176(3)
Topographic Effects in Terrestrial Remote Sensing
179(8)
Introduction
179(1)
Flat Terrain
179(2)
Three-dimensional model
179(1)
Bidirectional reflectance
180(1)
Three-dimensional scattering function
181(1)
Rugged Terrain
181(1)
Model of rugged terrain
181(1)
Target ground albedo
181(1)
Computational results
182(1)
Model Rendering
182(2)
Introduction
182(1)
Model rendering integral equation
183(1)
Approximate solution
183(1)
Topographic and atmospheric correction of satellite data
184(1)
Topographic correction
184(1)
Estimation of ground albedo
184(1)
Discussion
185(2)
References
186(1)
Searchlight Problem
187(12)
Introduction
187(1)
Basic Equations
188(1)
Equation of Transfer
189(2)
Asymptotic Solutions
191(2)
Approximations
193(2)
Numerical Simulation
195(2)
Conclusions
197(2)
References
198(1)
Transfer of Radiation with Spherical Symmetry
199(28)
Introduction
199(1)
Intensity and Operations
199(2)
Transfer of Radiation
201(3)
Coefficients of the Medium
204(2)
State and Local Form
206(2)
The Reflecting Core
208(3)
Special Cases and Applications
211(6)
External illumination
212(3)
Internal illumination
215(2)
Numerical Solution of functional Equations for Spherical Geometry
217(1)
Numerical Estimation of Derivatives
218(1)
Perturbation Approximation
219(2)
Numerical Results
221(3)
Discussion
224(3)
References
226(1)
Bibliography
227(8)
A. Appendix A The Physical Problem of Radiative Transfer 235(16)
A.1 The Intensity of Radiation
235(2)
A.2 The Absorption and the Scattering Coeffcients
237(1)
A.3 The Phase Function
238(1)
A.4 The Emission Coefficient, The Mean Intensity and the Source Function
239(2)
A.5 The Net Flux and the Density of Radiation
241(2)
A.6 The Equation of Transfer
243(6)
A.7 Discussion
249(2)
References
250(1)
B. Appendix B Derivation and Validation of Imbedding Equations 251(12)
B.1 Introduction
251(1)
B.2 Source Function
251(5)
B.2.1 Integral equation
251(2)
B.2.2 Derivation of the integral equation
253(1)
B.2.3 The Φ function
254(1)
B.2.4 Analytical derivation of the imbedding equations
255(1)
B.3 Reflected Intensities
256(1)
B.3.1 The S function
256(1)
B.3.2 Imbedding equations
257(1)
B.4 Internal Intensities
257(2)
B.4.1 Introduction
257(1)
B.4.2 Imbedding equations
258(1)
B.4.3 Discussion
258(1)
B.5 The Fredholm Resolvent
259(2)
B.5.1 Resolvent for Fredholm integral equations
259(1)
B.5.2 Resolvent for radiative transfer in a homogeneous slab
259(2)
B.5.3 Invariant imbedding for the resolvent
261(1)
B.6 Discussion
261(2)
References
262(1)
C. Appendix C Greenhouse Effect 263(8)
C.1 Introduction
263(1)
C.2 Integral Equation for Source Function
264(1)
C.3 Invariant Imbedding
264(4)
C.4 Computational Method
268(1)
C.5 Computational Results
268(3)
References
270(1)
D. Appendix D Identification of an Atmospheric Medium 271(6)
D.1 Introduction
271(1)
D.2 Scattering Matrix from Matrix of Medium Coefficients M(z)
271(2)
D.3 Scattering Matrix from Inputs and Outputs
273(1)
D.4 Relationship between Scattering Matrices
273(2)
D.5 Conclusion
275(2)
References
276(1)
Index 277

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