Planetary sounding radar and the juice mission : An overview

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Table of contents

i introduction 
1 planetary sounding radar and the juice mission: an overview
2 a study on ganymede’s surface topography: perspectives for sounding radar
3 a foreword on the work
ii direct electromagnetic wave propagation in planetary sounding radar 
4 implementing huygens-fresnel’s principle using a meshed boundary surface
4.1 Discretization of the boundary problem
4.2 Application to planetary sounding radar
4.3 Implementation
4.4 Examples
iii an inverse problem formulation using huygens-fresnel’s principle 
5 recovering reflectivity parameters
5.1 Towards a linear inverse problem
5.2 Tackling non-linear reflectivity parameters with an iterative scheme
5.3 A statistical perspective
6 discussing the other parameters
6.1 Sounding the upper medium
6.2 Reconstruction of surface obstacle using far field radar measurements
iv discussions 
7 conclusion and perspectives
7.1 A quick overview of the manuscript
7.2 A foreword on subsurface imaging
7.3 Beyond the manuscript
v appendix 
a maxwell’s equations and the constitutive relations
b direct problem formulation
b.1 Electromagnetic wave scattering
b.1.1 The Stratton-Chu formulation
b.2 Instrument characteristics and on-board processing
b.3 Huygens-Fresnel in the far field approximation
b.4 Fields on the boundary surface
c a modern formulation of the problem
c.1 Maxwell’s equations using differential geometry
c.2 Huygens-Fresnel’s principle
bibliography