極化建模與雷達(dá)遙感應(yīng)用-(英文版.中文評(píng)注) 版權(quán)信息
- ISBN:9787121259913
- 條形碼:9787121259913 ; 978-7-121-25991-3
- 裝幀:一般膠版紙
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極化建模與雷達(dá)遙感應(yīng)用-(英文版.中文評(píng)注) 本書(shū)特色
作者從電磁波的物理特性入手,深入淺出地闡述了極化和極化干涉技術(shù)基本概念中所蘊(yùn)涵的物理意義以及貫穿其中的核心思想,使讀者易于理解極化和極化干涉技術(shù)的本質(zhì)和基本特性。本書(shū)首次將波極化與雷達(dá)干涉的主題結(jié)合在一起,重點(diǎn)論述兩者融合后的極化干涉技術(shù)的重要發(fā)展。本書(shū)共9章,分別是極化電磁波、去極化與散射熵、表面散射與體散射去極化、分解理論、雷達(dá)干涉技術(shù)概述、極化干涉理論、表面散射與體散射相干性、運(yùn)用極化干涉進(jìn)行參數(shù)估計(jì),以及極化干涉技術(shù)應(yīng)用。
極化建模與雷達(dá)遙感應(yīng)用-(英文版.中文評(píng)注) 內(nèi)容簡(jiǎn)介
首次將波極化與雷達(dá)干涉的主題結(jié)合在一起,重點(diǎn)論述兩者融合后的極化干涉技術(shù)的重要發(fā)展
極化建模與雷達(dá)遙感應(yīng)用-(英文版.中文評(píng)注) 目錄
1polarised electromagnetic waves極化電磁波1.1the generation of polarised waves極化波的產(chǎn)生1.1.1maxwell’s equations and vector plane waves麥克斯韋方程組與矢量平面波1.1.2polarised wave coordinate systems極化波坐標(biāo)系1.2the propagation of polarised waves極化波的傳播1.2.1case i: wave propagation in isotropic media and c2 symmetry各向同性介質(zhì)中波的傳播和c2對(duì)稱(chēng)性1.2.2case ii: wave propagation in anisotropic media各向異性介質(zhì)中波的傳播1.2.3case iii: propagation in chiral media手(征)性介質(zhì)中波的傳播1.2.4the jones calculus: homogeneous and inhomogeneous propagation channelsjones計(jì)算法:均勻與非均勻傳輸通道1.2.5the polar decomposition矩陣的極分解1.2.6propagation in stochastic channels隨機(jī)通道中的傳輸1.2.7the foldy–lax equationsfoldy–lax方程1.3the geometry of polarised waves極化波幾何1.3.1the polarisation ellipse極化橢圓1.3.2polarisation geometry for paraxial waves近軸波的極化幾何1.3.3the poincaré spherepoincaré球1.3.4the stokes vectorstokes矢量1.4the scattering of polarised waves極化波的散射1.4.1the scattering amplitude matrix [s]散射幅度矩陣[s]1.4.2back and forward scattering alignment (bsa and fsa) systems后向與前向散射坐標(biāo)系1.4.3singular value analysis of the scattering matrix散射矩陣的奇異值分析1.4.4combined wave propagation and scattering effects綜合考慮傳播效應(yīng)和散射效應(yīng)1.5geometry of the scattering matrix散射矩陣幾何1.5.1polarisation signatures極化特征1.5.2the polarisation fork極化叉1.5.3lorentz geometry and the scattering matrixlorentz幾何與散射矩陣1.6the scattering vector formulation散射矢量表達(dá)式1.6.1scattering mechanisms散射機(jī)理2depolarisation and scattering entropy去極化與散射熵2.1the wave coherency matrix波相干矩陣2.1.1the wave dichotomy波的二分法2.2the mueller matrixmueller矩陣2.2.1properties of the mueller matrixmueller矩陣的性質(zhì)2.2.2the backscatter mueller and stokes reflection matrix后向散射mueller矩陣與stokes反射矩陣2.2.3the stokes criterionstokes準(zhǔn)則2.3the scattering coherency matrix formulation散射相干矩陣表達(dá)式2.3.1eigenvalue decomposition of the coherency and covariance matrices相干矩陣和協(xié)方差矩陣的特征值分解2.4general theory of scattering entropy散射熵的一般理論2.4.1depolarisation for n=2 scattering systemsn=2散射系統(tǒng)的去極化2.4.2depolarisation for n = 3 scattering systemsn=3散射系統(tǒng)的去極化2.4.3depolarisation in n = 4 scattering systemsn=4散射系統(tǒng)的去極化2.5characterization of depolarising systems去極化系統(tǒng)的表征2.6relating the stokes/mueller and coherency matrix formulationsstokes/mueller矩陣與相干矩陣的關(guān)系式3depolarisation in surface and volume scattering表面散射與體散射去極化3.1introduction to surface scattering表面散射介紹3.1.1the fresnel equationsfresnel方程組3.1.2polarisation properties of surface backscatter表面后向散射極化特性3.1.3the bragg surface scattering model布拉格表面散射模型3.1.4coherent surface scattering component相干表面散射分量3.1.5the effect of surface slope on the scattering matrix散射矩陣中的表面坡度效應(yīng)3.2surface depolarisation表面散射去極化3.2.1the extended or x-bragg model擴(kuò)展bragg模型3.2.2polarisation effects in bistatic surface scattering雙站表面散射中的極化效應(yīng)3.3introduction to volume scattering體散射介紹3.3.1small particle scattering微小質(zhì)點(diǎn)散射3.3.2scattering by large particles大質(zhì)點(diǎn)散射3.4depolarisation in volume scattering體散射去極化3.4.1volume scattering with reflection symmetry滿(mǎn)足反射對(duì)稱(chēng)性的體散射3.4.2bistatic volume scattering雙站體散射3.4.3depolarisation in multiple scattering多次散射去極化3.5simple physical models for volume scattering and propagation體散射及傳播過(guò)程的簡(jiǎn)單物理模型3.5.1the water cloud model (wcm)水云模型(wcm)3.5.2ulaby model: two-phase volume propagation models烏拉比模型:兩階段體傳播模型3.5.3forest extinction models森林衰減模型3.5.4dual polarised surface and volume depolarisation雙極化表面與體散射去極化4decomposition theorems分解理論4.1coherent decomposition theorems相干分解理論4.1.1roll invariance and eigenvectors旋轉(zhuǎn)不變性與特征矢量4.1.2krogager and cameron decompositionskrogager與cameron分解4.1.3the scattering alpha parameter散射角參數(shù)4.1.4orthogonal scattering mechanisms正交散射機(jī)制4.1.5orthogonality of scattering mechanisms in natural terrain自然地表散射機(jī)制的正交性4.2incoherent decomposition theorems非相干分解理論4.2.1the huynen decomposition: rank 1 scattering + noise decompositionshuynen分解:秩為1的散射+噪聲分解4.2.2the cloude–pottier decompositioncloude-pottier分解4.2.3model-based incoherent decompositions基于模型的非相干分解4.2.4the freeman–durden decompositionfreeman-durden分解4.2.5generalized freeman–durden decompositions廣義freeman-durden分解
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極化建模與雷達(dá)遙感應(yīng)用-(英文版.中文評(píng)注) 作者簡(jiǎn)介
Shane R. Cloude
分別于1981年和1987年在敦提大學(xué)和伯明翰大學(xué)獲得電子學(xué)專(zhuān)業(yè)的學(xué)士和博士學(xué)位。主要的研究興趣是光學(xué)極化,雷達(dá)極化和極化干涉在地基、機(jī)載及星載遙感中的應(yīng)用。曾獲2007年IEEE地理科學(xué)與遙感快報(bào)**論文獎(jiǎng)和2002年歐洲合成孔徑雷達(dá)會(huì)議**論文獎(jiǎng)。目前是應(yīng)用電磁咨詢(xún)公司(AELc)的所有者。該公司提供應(yīng)用電磁學(xué)相關(guān)的咨詢(xún)、培訓(xùn)和研究服務(wù),與歐洲空間局、日本宇航局等空間機(jī)構(gòu)有長(zhǎng)期合作。