Optical superresolution

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Hauptverfasser: Zalevsky, Zeev (VerfasserIn), Mendlovic, David (VerfasserIn)
Format: Buch
Sprache:English
Veröffentlicht: Berlin [u.a.] Springer 2004
Schriftenreihe:Springer series in optical sciences 91
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Datensatz im Suchindex

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adam_text SPRINGER SERIES IN OPTICAL SCIENCES 91 FOUNDED BY H.K. V. LOTSCH EDITOR-IN-CHIEF: W. T. RHODES, ATLANTA EDITORIAL BOARD: T. ASAKURA, SAPPORO K.-H. BRENNER, MANNHEIM T. W. HANSCH, GARCHING T. KAMIYA, TOKYO F. KRAUSZ, WIEN AND GARCHING B.MONEMAR, LINGKOPING H. VENGHAUS, BERLIN H. WEBER, BERLIN H. WEINFURTER, MIINCHEN SPRINGER NEW YORK BERLIN HEIDELBERG HONG KONG LONDON MILAN PARIS TOKYO PHYSICS AND ASTRONOMY ONLINE LIBRARY HTTP://WWW.SPRINGER.DE/PHYS/ CONTENTS PREFACE V 1 FOURIER TRANSFORM AND FOURIER OPTICS 1 1.1 FOURIER TRANSFORM AND FOURIER OPTICS 1 1.1.1 ABCD TRANSFORM FAMILY 1 1.1.2 FOURIER TRANSFORM DEFINITION*CONTINUOUS AND DISCRETE 2 1.1.3 PROPERTIES 4 1.1.4 RELEVANCY TO OPTICS 5 1.1.5 IMAGING RELATIONS 6 2 DEGREES OF FREEDOM AND WIGNER DISTRIBUTION 9 2.1 THE WIGNER DISTRIBUTION 9 2.1.1 DEFINITION 9 2.1.2 PROPERTIES 11 2.2 THE SPACE BANDWIDTH PRODUCT (SW) AS A TOOL FOR SUPERRESOLUTION 13 2.2.1 THE SPACE BANDWIDTH PRODUCT (SW) 13 2.2.2 SW OF THE SYSTEM 17 3 THE CONCEPT OF SUPERRESOLUTION 21 3.1 WHAT IS RESOLUTION? 21 3.1.1 DIFFRACTION RESOLUTION 22 3.1.2 GEOMETRICAL RESOLUTION 22 3.1.3 NOISE EQUIVALENT RESOLUTION 23 3.2 SUPERRESOLUTION AS SW ADAPTATION 24 3.2.1 LOSSLESS TRANSMISSION THROUGH A SYSTEM 24 VIII CONTENTS 3.2.2 SUPERRESOLUTION STRATEGY 24 3.2.3 GENERALIZATIONS 26 3.2.4 SURVEY OF THE EXPLOITED SIGNAL CONSTRAINTS 26 4 DIFFRACTIVE SUPERRESOLUTION 35 4.1 SUPERRESOLUTION BASED ON TEMPORAL CONSTRAINTS 35 4.1.1 1-D TIME MULTIPLEXING SUPERRESOLUTION 36 4.1.2 2-D TIME MULTIPLEXING SUPERRESOLUTION 47 4.1.3 HIGH-FREQUENCY ENHANCEMENT VIA A SUPERRESOLUTION OPTICAL SYSTEM FOR TEMPORALLY RESTRICTED OBJECTS 52 4.2 CYCLOSTATIONARY GRATINGS FOR INCOHERENT OPTICAL SUPERRESOLUTION SYSTEMS 57 4.2.1 CYCLOSTATIONARY GRATINGS 58 4.2.2 OPTICAL IMPLEMENTATION 59 4.2.3 NUMERICAL METHODS OF SYNTHESIZING A DESIRED AUTOCORRELATION 61 4.3 THE GENERALIZED WIGNER FUNCTION FOR ANALYSIS OF SUPERRESOLUTION SYSTEMS 62 4.3.1 MOTIVATION 63 4.3.2 POLY- AND QUASI-MONOCHROMATIC WIGNER FUNCTIONS 63 4.3.3 WIGNER FUNCTION OF A GRATED SIGNAL 64 4.3.4 FOURIER TRANSFORMING AND SLITTING 68 4.4 SUPERRESOLUTION FOR OBJECTS WITH FINITE SIZE 70 4.4.1 THE SETUP AND LAYOUT OF THE THEORY 71 4.4.2 THEORY OF THE COHERENT CASE 73 4.4.3 GHOST IMAGES 78 4.4.4 THEORY OF THE INCOHERENT CASE 79 4.4.5 EXPERIMENTAL RESULTS 80 4.5 WAVELENGTH MULTIPLEXING SUPERRESOLUTION 87 4.5.1 THE ANALYZED SYSTEM 88 4.5.2 MATHEMATICAL ANALYSIS OF THE SYSTEM 91 4.5.3 EXPERIMENTAL RESULTS 93 5 COMPLEX ADAPTATION 97 5.1 ALTERNATIVE ADAPTATION SCHEMES 97 5.1.1 2-D SUPERRESOLUTION COMBINING DIRECTION AND TIME MULTIPLEXING 97 5.1.2 2-D TIME MULTIPLEXING WITH ROTATED GRATINGS ..103 CONTENTS IX 5.1.3 COHERENT TIME MULTIPLEXING SUPERRESOLUTION OPTICAL SYSTEM WITH COMPUTER DECODING 104 5.1.4 EXPANDING A SYSTEM S RESOLVING ABILITIES USING ORTHONORMAL CODING MULTIPLEXING 118 5.1.5 UNCONVENTIONAL SUPERRESOLUTION USING CDMA.. 131 5.1.6 SUPERRESOLVING OPTICAL SYSTEM BASED ON SPECTRAL DILATION 140 5.1.7 INTERFERENCE GRATINGS IN SUPERRESOLUTION SYSTEMS 145 5.1.8 LIGHT EFFICIENT IMAGING WITH IMPROVED RESOLVING ABILITY 156 5.2 NOVEL TECHNIQUES FOR OBTAINING NEAR FIELD OPTICAL SUPERRESOLUTION 168 5.2.1 TIME MULTIPLEXING SUBLAMBDA SUPERRESOLUTION . 169 5.2.2 MOIRE-BASED SUBLAMBDA SUPERRESOLUTION 170 5.2.3 SUBLAMBDA SUPERRESOLUTION BY EVANESCENT WAVES TUNNELING 172 GEOMETRICAL SUPERRESOLUTION 183 6.1 INTRODUCTION 183 6.2 GEOMETRICAL RESOLUTION 183 6.3 SW*ADAPTATION FOR GEOMETRICAL SUPERRESOLUTION 184 6.4 GEOMETRICAL SUPERRESOLUTION 186 6.4.1 COMPUTATIONAL CONSIDERATIONS 189 6.4.2 EXPERIMENTAL VERIFICATION 193 6.5 DIGITAL SUPERRESOLUTION WITH CDMA 194 6.5.1 INTRODUCTION 194 6.5.2 THE EFFECTS OF SAMPLING BY CCD 195 6.5.3 USAGE OF CCD OVER SAMPLING FOR GEOMETRICAL SUPERRESOLUTION 199 6.5.4 MATHEMATICAL ANALYSIS 199 6.5.5 OPTICAL SETUP 201 6.5.6 THE PRICE OF SUPERRESOLUTION 202 6.5.7 DIFFERENT TYPES OF ILLUMINATION 202 6.5.8 COMPUTER SIMULATIONS 203 6.5.9 EXPERIMENTAL RESULTS 205 NOISE EQUIVALENT SUPERRESOLUTION 209 7.1 NOISE EQUIVALENT RESOLUTION 209 7.2 RELEVANCE TO MEASURED QUANTITIES 210 X CONTENTS 8 SOME INDUSTRIAL EXAMPLES 213 8.1 SUPERRESOLVING ABILITY FOR DETECTING POINT TARGETS 213 8.1.1 PREFACE 213 8.1.2 THEORETICAL DESCRIPTION 213 8.1.3 ADDITIVE NOISE EFFECTS 214 8.1.4 QUANTIZATION NOISE 216 8.1.5 CREATION OF REPLICAS 218 8.1.6 DEPTH RESOLUTION (TRIANGULATION) 218 8.2 SUPERRESOLVING ABILITY FOR BARCODE SCANNERS 221 8.2.1 SPECIAL DIFFRACTIVE OPTICAL ELEMENT-BASED APPROACH 221 8.2.2 SCHEIMPFLUG-BASED APPROACH 227 8.3 THE OPTIMAL SYSTEM FOR SUBWAVELENGTH POINT SOURCE LOCALIZATION 237 8.3.1 THEORETICAL INTRODUCTION 237 8.3.2 ANALYSIS OF THE BUDGET OF THE RESOLVING PROCESS. 239 8.3.3 THE OPTIMAL SUPERRESOLVING SYSTEM 241 BIBLIOGRAPHY 245 INDEX 251
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author Zalevsky, Zeev
Mendlovic, David
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publishDate 2004
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series Springer series in optical sciences
series2 Springer series in optical sciences
spellingShingle Zalevsky, Zeev
Mendlovic, David
Optical superresolution
Springer series in optical sciences
Optisches System (DE-588)4126186-0 gnd
Auflösungsvermögen (DE-588)4129783-0 gnd
subject_GND (DE-588)4126186-0
(DE-588)4129783-0
title Optical superresolution
title_auth Optical superresolution
title_exact_search Optical superresolution
title_full Optical superresolution Zeev Zalevsky ; David Mendlovic
title_fullStr Optical superresolution Zeev Zalevsky ; David Mendlovic
title_full_unstemmed Optical superresolution Zeev Zalevsky ; David Mendlovic
title_short Optical superresolution
title_sort optical superresolution
topic Optisches System (DE-588)4126186-0 gnd
Auflösungsvermögen (DE-588)4129783-0 gnd
topic_facet Optisches System
Auflösungsvermögen
url http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=010696241&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA
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