Optical information processing:
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| Beschreibung: | 504 S. Ill., graph. Darst. |
| ISBN: | 3939473006 |
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Datensatz im Suchindex
| _version_ | 1804135447477092352 |
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| adam_text | OPTICAL INFORMATION PROCESSING ADOLF W. LOHMANN EDITED BY STEFAN
SINZINGER CH UNIVERSITAETSVERLAG ILMENAU 2006 CONTENTS PREFACE TO THE
2006 EDITION 13 PREFACE TO THE THIRD EDITION 15 PREFACE VOLUME 1 17 1
OUTLINE 19 2 FOURIER SERIES 21 2.1 INTRODUCTION 21 2.2 SOME USEFUL
PROPERTIES OF FOURIER SERIES 29 2.3 FOURIER SERIES FOR TWO-DIMENSIONAL
FUNCTIONS 34 3 THE MOIRE EFFECT 37 3.1 MEASUREMENT OF SMALL SHIFTS 37
3.2 MOIRE OF TWO EQUAL, ROTATING GRATINGS 38 3.3 MOIRE ILLUSTRATIONS 42
4 AN OPTICAL ANALOG COMPUTER FOR FOURIER TRANSFORMATION 43 5 SOME MORE
MOIRE EFFECTS 49 5.1 FOURIER SERIES REPRESENTATION OF QUASI-PERIODIC
FUNCTIONS 49 5.2 SCHUSTER FRINGES 49 6 THE DIRAC OR DELTA FUNCTION 57
6.1 INTRODUCTION 57 6.2 SEVERAL FORMS OF OE (X) 57 7 THE FOURIER INTEGRAL
TRANSFORMATION 63 7.1 SOME GENERAL PROPERTIES 67 7.2 SOME SPECIFIC
PROPERTIES 68 7.3 POLAR COORDINATES 69 7.4 MORE ABOUT THE
FOURIER-INTEGRAL TRANSFORMATION 73 7.5 NOW SOME EXAMPLES 74 8 SOME
ADDITIONS ABOUT THE ANALOG COMPUTER 81 6 CONTENTS 9 NONLINEAR TRANSFORMS
87 9.1 GRAPHICAL SOLUTION 87 9.2 POLYNOMIAL NONLINEARITY 88 9.3
FM-NONLINEARITY 89 9.4 HARDCLIPPING 89 9.5 AMPLITUDE HEIGHT ANALYSIS 90
10 SCHWARZ INEQUALITY 91 11 SAMPLING THEOREM 93 11.1 PROPERTIES OF THE
SINC-FUNCTION 93 11.2 SAMPLING AT SHIFTED POINTS 94 11.3 SAMPLING OF
PERIODIC FUNCTIONS 95 11.4 SAMPLING AT THE WRONG INTERVAL 98 11.5
SAMPLING IN TWO DIMENSIONS 100 11.6 FOURIER TRANSFORM BY DIGITAL
COMPUTATION 101 11.7 LARGE DIGITAL FOURIER TRANSFORM 102 12
FRESNEL-TRANSFORMATION 105 12.1 DEFINITIONS 105 12.2 SHIFT-THEOREM 106
12.3 TILT-THEOREM 106 12.4 SAMPLING THEOREM FOR FRESNEL TRANSFORM PAIRS
107 13 THE STATIONARY PHASE INTEGRAL 111 13.1 FOURIER TRANSFORM OF THE
STEP-FUNCTION ILL 13.2 THE FRESNEL INTEGRAL 112 13.3 THE METHOD OF
STATIONARY PHASE 113 13.4 SADDLE-POINT METHOD 116 14 WHAT IS LIGHT? 119
14.1 HISTORY 119 14.2 WHAT IS OBSERVABLE? 120 14.3 THE WAVE EQUATION 121
14.4 COMPLEX REPRESENTATION OF THE WAVEFIELD 122 14.5 FREQUENCY AVERAGES
125 14.6 THE ENVELOPE REPRESENTATION OF COMPLEX SIGNALS 126 15 THE
UNCERTAINTY PRINCIPLE 129 15.1 THE USUAL DERIVATION 129 15.2 THE
UNCERTAINTY OF SOME SPECIFIC FIELDS 132 15.3 OTHER DEFINITIONS OF X- AND
V* SPREADS 135 15.4 GABOR S INFORMATION CELLS 137 16 FUNDAMENTALS OF
DIFFRACTION THEORY 141 16.1 TERMINOLOGY: DIFFRACTION AND INTERFERENCE
141 CONTENTS 7 16.2 HISTORY AND CLASSIFICATION OF DIFFRACTION THEORIES
142 16.3 KIRCHHOFF-APPROXIMATION 143 16.4 THE RSD THEORY OF FRESNEL
DIFFRACTION 147 16.5 DERIVATION OF THE HFK-INTEGRAL FROM THE RSD-INTGRAL
152 16.6 THE SAMPLING THEOREM FOR FRS-DIFFRACTION 156 16.7 JUSTIFICATION
OF YOUNG S DIFFRACTION THEORY (YMR) 157 17 MORE ABOUT EVANESCENT WAVES
163 17.1 BOUNDARY CONDITIONS FOR E AND H; FRESNEL COEFFICIENTS 163 17.2
A MORE ABSTRACT LOOK AT EVANESCENT WAVES 167 18 FRESNEL DIFFRACTION ON
PERIODIC OBJECTS * THE TALBOT-EFFECT (1836) 183 18.1 HFK-THEORY OF THE
TALBOT EFFECT 184 18.2 RSD-THEORY OF THE TALBOT EFFECT 184 18.3 PLANE
WAVE THEORY OF THE TALBOT EFFECT 185 18.4 WHAT ARE THESE MODULATED PLANE
WAVES, REALLY? 187 18.5 A FOURIER SPECTROMETER BASED ON THE TALBOT
EFFECT 190 18.6 THE WALK-OFF EFFECT 194 18.7 YET ANOTHER LOOK AT TALBOT
IMAGES 196 19 FRESNEL DIFFRACTION ON ZONE PLATES AND LENSES 207 19.1
ABOUT INVENTING 207 19.2 DIFFRACTION ON THE FRESNEL ZONE PLATE 208 19.3
IMAGE FORMATION IN TERMS OF FRESNEL DIFFRACTION 210 20 WHAT IS A LIGHT
RAY? 213 20.1 MOTIVATION OF OUR APPROACH 213 20.2 THE FERMAT PRINCIPLE
AS A CONSEQUENCE OF WAVE OPTICS 214 20.3 WHAT ARE SHADOWS OR NON-RAYS ?
218 20.4 TWO EXAMPLES OF PARAGEOMETRICAL OPTICS 220 20.4.1 TILTED PLANE
WAVE FALLING ONTO WIDE SCREEN 221 20.4.2 A SPHERICAL WAVE FALLING ONTO A
WIDE SLIT 224 20.4.3 AN APPLICATION OF PARAGEOMETRIC OPTICS: 227 21
APPLICATION OF FRESNEL DIFFRACTION TO SIGNAL DETECTION 229 22 FRAUNHOFER
DIFFRACTION 231 22.1 OBSERVER AT DISTANCE R *NO LENS IS INVOLVED 231
22.2 PLANE WAVE ILLUMINATION*SINGLE LENS 233 22.3 ABOUT THE LENS USED
FOR CREATING INFINITY 235 22.4 THE LIGHT TUBE 237 22.5 CONVERGENT
ILLUMINATION 238 22.6 DIVERGENT ILLUMINATION 239 22.7 FRAUNHOFER
DIFFRACTION BY AN ARRAY OF EQUAL OBJECTS 240 22.8 BABINET S PRINCIPLE
243 8 CONTENTS 23 APPLICATION OF FRAUNHOFER DIFFRACTION TO OPTICAL
CHARACTER RECOGNITION 245 24 COHERENT IMAGE FORMATION 247 24.1 TWO
SETUPS 247 24.2 CONVOLUTION THEORY OF IMAGE FORMATION 248 24.3 SPATIAL
FILTER THEORY OF COHERENT IMAGE FORMATION 252 25 SOME APPLICATIONS OF
SPATIAL FILTERING 255 25.1 HISTORICAL REMARKS ABOUT ERNST ABBE
(1840-1905) 255 25.2 PHASE CONTRAST MICROSCOPY 258 25.3 DIFFERENTIAL
INTERFERENCE CONTRAST 260 25.4 SEVERAL IMAGE ENHANCEMENT METHODS 260 26
INCOHERENT IMAGE FORMATION 263 26.1 DEFINITION OF COHERENT AND
INCOHERENT LIGHT 263 26.2 CONVOLUTION THEORY OF INCOHERENT IMAGE
FORMATION 264 26.3 LINEAR FILTER THEORY OF INCOHERENT IMAGE FORMATION
266 26.4 THE DUFFIEUX FORMULA 268 26.5 MEASUREMENT OF THE OTF 269 26.6
INCOHERENT IMAGE FORMATION WITH TRANSPARENT OBJECTS 271 26.7 LENS
ABERRATIONS 274 26.8 THE OTF OF A PERFECT LENS 276 26.9 SOME SPECIFIC
OTF S 280 26.9.1 DEFOCUSSING 280 26.9.2 OTHER LENS ABERRATIONS 282
26.9.3 ROUGH LENS SURFACE 282 26.9.4 DOUBLE-SLIT APERTURE 283 26.9.5
OBJECT MOTION 284 26.9.6 PHOTOGRAPHY 285 26.9.7 THEOTF-CHAINOFTV 286
26.10QUALITY CRITERIA BASED ON THE OTF 286 26.HOTF SYNTHESIS 290 26.11.1
APODISATION 291 26.11.2 PSEUDE-COHERENT IMAGE FORMATION 292 26.11.3
SYNTHESIS OF INCOHERENT MATCHED FILTERS 293 27 THEORY OF IMAGE FORMATION
IN PARTIALLY-COHERENT LIGHT 297 PREFACE VOLUME II 307 28 BOUNDARY
CONDITIONS 309 28.1 DISCONTINUITIES OF THE MEDIUM 309 28.2 CONSEQUENCES
OF THE BOUNDARY CONDITIONS 312 29 INTERFERENCE 317 29.1 DIVISION OF
WAVEFRONT AND DIVISION OF AMPLITUDE 317 CONTENTS 9 30 COHERENCE 327 30.1
FUNDAMENTALS OF COHERENCE THEORY 327 30.2 COHERENCE AND INTERFERENCE BY
DIVISION OF AMPLITUDE 331 30.2.1 MONOCHROMATIC POINT SOURCE 331 30.2.2
POLYCHROMATIC POINT SOURCE 332 30.2.3 MONOCHROMATIC EXTENDED SOURCE
EXTENDED PERPENDICULAR TO THE MIRROR 334 30.2.4 MONOCHROMATIC EXTENDED
SOURCE EXTENDED PARALLEL TO MIRROR, OBSERVED AT LARGE Z 335 30.3
TOLERANCES 335 30.4 SOLUTION OF THE EXAMPLE #4, SUGGESTED FOR
SELF-STUDY: 336 30.5 COHERENCE * DIVISION OF THE WAVEFRONT 337 30.5.1
POLYCHROMATIC POINT SOURCE 339 30.5.2 EXTENDED MONOCHROMATIC SOURCE 341
30.6 COHERENCE * DIVISION BY GRATING DIFFRACTION 343 30.7
COHERENCE*DIVISION BY A SCATTER PLATE (JIM BURCH~ 1950) 343 30.8 PARTIAL
COHERENCE IN CASE OF WAVEFRONT DIVISION 343 30.9 A FINAL LOOK AT
COHERENCE THEORY 345 30. LOGROUP VELOCITY 350 31 POLARIZATION 353 31.1
POLARIZATION AND CRYSTAL OPTICS 353 31.2 SOME CRYSTAL-OPTICAL ELEMENTS
354 31.2.1 QUATER-WAVE PLATE 354 31.2.2 HALF-WAVE PLATE 355 31.2.3
REFRACTION IN THE WOLLASTON PRISM 356 31.2.4 CIRCULAR BIREFRINGENCE 357
31.3 COMPENSATORS 359 32 HOLOGRAPHY 363 32.1 ROGERS EXPLANATION 365
32.2 DISCUSSION OF THE PHASE LOSS 368 32.3 GENERALIZED ROGERS
EXPLANATION 369 32.4 SOME ATTEMPTS TO REMOVE THE TWIN-IMAGE 374 32.5
WAVE PROPAGATION AND FRESNEL TRANSFORMATION 380 32.6 OFF-LINE FRESNEL
HOLOGRAPHY 383 32.6.1 RECORDING STEP 384 32.6.2 RECONSTRUCTION 385
32.6.3 THEORY OF OFF-LINE-FRESNEL HOLOGRAPHY 385 32.6.4 THEORY OF THE
RECONSTRUCTION PROCESS 387 32.6.5 ABOUT THE PSEUDOSCOPIC STRUCTURE OF
THE CONJUGATE IMAGE 390 32.6.6 WHY IS IT SO TRICKY TO SEE THE
PSEUDOSCOPIC IMAGE? 397 32.6.7 DYNAMIC ANGULAR VELOCITY 399 32.7
CLASSIFICATION OF HOLOGRAPHIC SETUPS 400 32.7.1 FRAUNHOFER OFF-LINE
HOLOGRAPHY 401 10 CONTENTS 32.7.2 FOURIER HOLOGRAPHY (OFF-LINE) 402
32.7.3 LENSLESS FOURIER HOLOGRAPHY 403 32.7.4 IMAGE HOLOGRAPHY 407 33
TALBOT BANDS 411 34 INFLUENCE OF THE PHOTOGRAPHIC MATERIAL ON SPATIAL
DATA PROCESSING 421 34.1 EFFECTS IN A PHOTOGRAPHIC EMULSION 421 34.2 (3)
LIGHT SCATTERING DURING RECORDING 421 34.3 (4) THE PHOTOGRAPHIC
NONLINEAR EFFECT 424 34.4 (6) ADJACENCY EFFECT 426 34.5 (5) GRAIN-NOISE
428 34.6 THE INFLUENCE OF LIGHT SCATTERING WITHIN THE EMULSION DURING
HOLOGRAPHIC RECORD- ING 428 34.6.1 IMAGE HOLOGRAPHY 428 34.6.2 FOURIER
HOLOGRAPHY 430 34.6.3 FRESNEL HOLOGRAM 432 35 THE
SPACE-BANDWIDTH-PRODUCT SW 433 36 APPENDIX * PUBLICATIONS REPRINTED FROM
OSA JOURNALS 459 THETA MODULATION IN OPTICS 460 CHARACTER RECOGNITION BY
INCOHERENT SIGNAL FILTERING 465 A LATERAL WAVEFRONT SHEARING
INTERFEROMETRY WITH VARIABLE SHEAR 472 SIGNAL DETECTION BY CORRELATION
OF FRESNEL DIFFRACTION PATTERNS 476 SINGLE-SIDEBAND HOLOGRAPHY 481
INTERFEROGRAMS ARE IMAGE HOLOGRAMS 486 NONLINEAR EFFECTS IN HOLOGRAPHY
488 INDEX 499
|
| adam_txt |
OPTICAL INFORMATION PROCESSING ADOLF W. LOHMANN EDITED BY STEFAN
SINZINGER CH UNIVERSITAETSVERLAG ILMENAU 2006 CONTENTS PREFACE TO THE
2006 EDITION 13 PREFACE TO THE THIRD EDITION 15 PREFACE VOLUME 1 17 1
OUTLINE 19 2 FOURIER SERIES 21 2.1 INTRODUCTION 21 2.2 SOME USEFUL
PROPERTIES OF FOURIER SERIES 29 2.3 FOURIER SERIES FOR TWO-DIMENSIONAL
FUNCTIONS 34 3 THE MOIRE EFFECT 37 3.1 MEASUREMENT OF SMALL SHIFTS 37
3.2 MOIRE OF TWO EQUAL, ROTATING GRATINGS 38 3.3 MOIRE ILLUSTRATIONS 42
4 AN OPTICAL ANALOG COMPUTER FOR FOURIER TRANSFORMATION 43 5 SOME MORE
MOIRE EFFECTS 49 5.1 FOURIER SERIES REPRESENTATION OF QUASI-PERIODIC
FUNCTIONS 49 5.2 SCHUSTER FRINGES 49 6 THE DIRAC OR DELTA "FUNCTION" 57
6.1 INTRODUCTION 57 6.2 SEVERAL FORMS OF OE (X) 57 7 THE FOURIER INTEGRAL
TRANSFORMATION 63 7.1 SOME GENERAL PROPERTIES 67 7.2 SOME SPECIFIC
PROPERTIES 68 7.3 POLAR COORDINATES 69 7.4 MORE ABOUT THE
FOURIER-INTEGRAL TRANSFORMATION 73 7.5 NOW SOME EXAMPLES 74 8 SOME
ADDITIONS ABOUT THE ANALOG COMPUTER 81 6 CONTENTS 9 NONLINEAR TRANSFORMS
87 9.1 GRAPHICAL SOLUTION 87 9.2 POLYNOMIAL NONLINEARITY 88 9.3
FM-NONLINEARITY 89 9.4 HARDCLIPPING 89 9.5 AMPLITUDE HEIGHT ANALYSIS 90
10 SCHWARZ INEQUALITY 91 11 SAMPLING THEOREM 93 11.1 PROPERTIES OF THE
SINC-FUNCTION 93 11.2 SAMPLING AT SHIFTED POINTS 94 11.3 SAMPLING OF
PERIODIC FUNCTIONS 95 11.4 SAMPLING AT THE WRONG INTERVAL 98 11.5
SAMPLING IN TWO DIMENSIONS 100 11.6 FOURIER TRANSFORM BY DIGITAL
COMPUTATION 101 11.7 LARGE DIGITAL FOURIER TRANSFORM 102 12
FRESNEL-TRANSFORMATION 105 12.1 DEFINITIONS 105 12.2 SHIFT-THEOREM 106
12.3 TILT-THEOREM 106 12.4 SAMPLING THEOREM FOR FRESNEL TRANSFORM PAIRS
107 13 THE STATIONARY PHASE INTEGRAL 111 13.1 FOURIER TRANSFORM OF THE
STEP-FUNCTION ILL 13.2 THE FRESNEL INTEGRAL 112 13.3 THE METHOD OF
STATIONARY PHASE 113 13.4 SADDLE-POINT METHOD 116 14 WHAT IS LIGHT? 119
14.1 HISTORY 119 14.2 WHAT IS OBSERVABLE? 120 14.3 THE WAVE EQUATION 121
14.4 COMPLEX REPRESENTATION OF THE WAVEFIELD 122 14.5 FREQUENCY AVERAGES
125 14.6 THE ENVELOPE REPRESENTATION OF COMPLEX SIGNALS 126 15 THE
UNCERTAINTY PRINCIPLE 129 15.1 THE USUAL DERIVATION 129 15.2 THE
UNCERTAINTY OF SOME SPECIFIC FIELDS 132 15.3 OTHER DEFINITIONS OF X- AND
V* SPREADS 135 15.4 GABOR'S INFORMATION CELLS 137 16 FUNDAMENTALS OF
DIFFRACTION THEORY 141 16.1 TERMINOLOGY: DIFFRACTION AND INTERFERENCE
141 CONTENTS 7 16.2 HISTORY AND CLASSIFICATION OF DIFFRACTION THEORIES
142 16.3 KIRCHHOFF-APPROXIMATION 143 16.4 THE RSD THEORY OF FRESNEL
DIFFRACTION 147 16.5 DERIVATION OF THE HFK-INTEGRAL FROM THE RSD-INTGRAL
152 16.6 THE SAMPLING THEOREM FOR FRS-DIFFRACTION 156 16.7 JUSTIFICATION
OF YOUNG'S DIFFRACTION THEORY (YMR) 157 17 MORE ABOUT EVANESCENT WAVES
163 17.1 BOUNDARY CONDITIONS FOR E AND H; FRESNEL COEFFICIENTS 163 17.2
A MORE ABSTRACT LOOK AT EVANESCENT WAVES 167 18 FRESNEL DIFFRACTION ON
PERIODIC OBJECTS * THE TALBOT-EFFECT (1836) 183 18.1 HFK-THEORY OF THE
TALBOT EFFECT 184 18.2 RSD-THEORY OF THE TALBOT EFFECT 184 18.3 PLANE
WAVE THEORY OF THE TALBOT EFFECT 185 18.4 WHAT ARE THESE MODULATED PLANE
WAVES, REALLY? 187 18.5 A FOURIER SPECTROMETER BASED ON THE TALBOT
EFFECT 190 18.6 THE WALK-OFF EFFECT 194 18.7 YET ANOTHER LOOK AT TALBOT
IMAGES 196 19 FRESNEL DIFFRACTION ON ZONE PLATES AND LENSES 207 19.1
ABOUT INVENTING 207 19.2 DIFFRACTION ON THE FRESNEL ZONE PLATE 208 19.3
IMAGE FORMATION IN TERMS OF FRESNEL DIFFRACTION 210 20 WHAT IS A LIGHT
RAY? 213 20.1 MOTIVATION OF OUR APPROACH 213 20.2 THE FERMAT PRINCIPLE
AS A CONSEQUENCE OF WAVE OPTICS 214 20.3 WHAT ARE SHADOWS OR "NON-RAYS"?
218 20.4 TWO EXAMPLES OF PARAGEOMETRICAL OPTICS 220 20.4.1 TILTED PLANE
WAVE FALLING ONTO WIDE SCREEN 221 20.4.2 A SPHERICAL WAVE FALLING ONTO A
WIDE SLIT 224 20.4.3 AN APPLICATION OF PARAGEOMETRIC OPTICS: 227 21
APPLICATION OF FRESNEL DIFFRACTION TO SIGNAL DETECTION 229 22 FRAUNHOFER
DIFFRACTION 231 22.1 OBSERVER AT DISTANCE R *NO LENS IS INVOLVED 231
22.2 PLANE WAVE ILLUMINATION*SINGLE LENS 233 22.3 ABOUT THE LENS USED
FOR CREATING "INFINITY" 235 22.4 THE "LIGHT TUBE" 237 22.5 CONVERGENT
ILLUMINATION 238 22.6 DIVERGENT ILLUMINATION 239 22.7 FRAUNHOFER
DIFFRACTION BY AN ARRAY OF EQUAL OBJECTS 240 22.8 BABINET'S PRINCIPLE
243 8 CONTENTS 23 APPLICATION OF FRAUNHOFER DIFFRACTION TO OPTICAL
CHARACTER RECOGNITION 245 24 COHERENT IMAGE FORMATION 247 24.1 TWO
SETUPS 247 24.2 CONVOLUTION THEORY OF IMAGE FORMATION 248 24.3 SPATIAL
FILTER THEORY OF COHERENT IMAGE FORMATION 252 25 SOME APPLICATIONS OF
SPATIAL FILTERING 255 25.1 HISTORICAL REMARKS ABOUT ERNST ABBE
(1840-1905) 255 25.2 PHASE CONTRAST MICROSCOPY 258 25.3 DIFFERENTIAL
INTERFERENCE CONTRAST 260 25.4 SEVERAL IMAGE ENHANCEMENT METHODS 260 26
INCOHERENT IMAGE FORMATION 263 26.1 DEFINITION OF "COHERENT" AND
"INCOHERENT" LIGHT 263 26.2 CONVOLUTION THEORY OF INCOHERENT IMAGE
FORMATION 264 26.3 LINEAR FILTER THEORY OF INCOHERENT IMAGE FORMATION
266 26.4 THE DUFFIEUX FORMULA 268 26.5 MEASUREMENT OF THE OTF 269 26.6
INCOHERENT IMAGE FORMATION WITH TRANSPARENT OBJECTS 271 26.7 LENS
ABERRATIONS 274 26.8 THE OTF OF A PERFECT LENS 276 26.9 SOME SPECIFIC
OTF'S 280 26.9.1 DEFOCUSSING 280 26.9.2 OTHER LENS ABERRATIONS 282
26.9.3 ROUGH LENS SURFACE 282 26.9.4 DOUBLE-SLIT APERTURE 283 26.9.5
OBJECT MOTION 284 26.9.6 PHOTOGRAPHY 285 26.9.7 THEOTF-CHAINOFTV 286
26.10QUALITY CRITERIA BASED ON THE OTF 286 26.HOTF SYNTHESIS 290 26.11.1
APODISATION 291 26.11.2 PSEUDE-COHERENT IMAGE FORMATION 292 26.11.3
SYNTHESIS OF INCOHERENT MATCHED FILTERS 293 27 THEORY OF IMAGE FORMATION
IN PARTIALLY-COHERENT LIGHT 297 PREFACE VOLUME II 307 28 BOUNDARY
CONDITIONS 309 28.1 DISCONTINUITIES OF THE MEDIUM 309 28.2 CONSEQUENCES
OF THE BOUNDARY CONDITIONS 312 29 INTERFERENCE 317 29.1 DIVISION OF
WAVEFRONT AND DIVISION OF AMPLITUDE 317 CONTENTS 9 30 COHERENCE 327 30.1
FUNDAMENTALS OF COHERENCE THEORY 327 30.2 COHERENCE AND INTERFERENCE BY
DIVISION OF AMPLITUDE 331 30.2.1 MONOCHROMATIC POINT SOURCE 331 30.2.2
POLYCHROMATIC POINT SOURCE 332 30.2.3 MONOCHROMATIC EXTENDED SOURCE
EXTENDED PERPENDICULAR TO THE MIRROR 334 30.2.4 MONOCHROMATIC EXTENDED
SOURCE EXTENDED PARALLEL TO MIRROR, OBSERVED AT LARGE Z 335 30.3
TOLERANCES 335 30.4 SOLUTION OF THE EXAMPLE #4, SUGGESTED FOR
SELF-STUDY: 336 30.5 COHERENCE * DIVISION OF THE WAVEFRONT 337 30.5.1
POLYCHROMATIC POINT SOURCE 339 30.5.2 EXTENDED MONOCHROMATIC SOURCE 341
30.6 COHERENCE * DIVISION BY GRATING DIFFRACTION 343 30.7
COHERENCE*DIVISION BY A SCATTER PLATE (JIM BURCH~ 1950) 343 30.8 PARTIAL
COHERENCE IN CASE OF WAVEFRONT DIVISION 343 30.9 A FINAL LOOK AT
COHERENCE THEORY 345 30. LOGROUP VELOCITY 350 31 POLARIZATION 353 31.1
POLARIZATION AND CRYSTAL OPTICS 353 31.2 SOME CRYSTAL-OPTICAL ELEMENTS
354 31.2.1 QUATER-WAVE PLATE 354 31.2.2 HALF-WAVE PLATE 355 31.2.3
REFRACTION IN THE WOLLASTON PRISM 356 31.2.4 CIRCULAR BIREFRINGENCE 357
31.3 COMPENSATORS 359 32 HOLOGRAPHY 363 32.1 ROGERS' EXPLANATION 365
32.2 DISCUSSION OF THE PHASE LOSS 368 32.3 GENERALIZED ROGERS'
EXPLANATION 369 32.4 SOME ATTEMPTS TO REMOVE THE TWIN-IMAGE 374 32.5
WAVE PROPAGATION AND FRESNEL TRANSFORMATION 380 32.6 OFF-LINE FRESNEL
HOLOGRAPHY 383 32.6.1 RECORDING STEP 384 32.6.2 RECONSTRUCTION 385
32.6.3 THEORY OF OFF-LINE-FRESNEL HOLOGRAPHY 385 32.6.4 THEORY OF THE
RECONSTRUCTION PROCESS 387 32.6.5 ABOUT THE PSEUDOSCOPIC STRUCTURE OF
THE CONJUGATE IMAGE 390 32.6.6 WHY IS IT SO TRICKY TO SEE THE
PSEUDOSCOPIC IMAGE? 397 32.6.7 DYNAMIC ANGULAR VELOCITY 399 32.7
CLASSIFICATION OF HOLOGRAPHIC SETUPS 400 32.7.1 FRAUNHOFER OFF-LINE
HOLOGRAPHY 401 10 CONTENTS 32.7.2 FOURIER HOLOGRAPHY (OFF-LINE) 402
32.7.3 LENSLESS FOURIER HOLOGRAPHY 403 32.7.4 IMAGE HOLOGRAPHY 407 33
TALBOT BANDS 411 34 INFLUENCE OF THE PHOTOGRAPHIC MATERIAL ON SPATIAL
DATA PROCESSING 421 34.1 EFFECTS IN A PHOTOGRAPHIC EMULSION 421 34.2 (3)
LIGHT SCATTERING DURING RECORDING 421 34.3 (4) THE PHOTOGRAPHIC
NONLINEAR EFFECT 424 34.4 (6) ADJACENCY EFFECT 426 34.5 (5) GRAIN-NOISE
428 34.6 THE INFLUENCE OF LIGHT SCATTERING WITHIN THE EMULSION DURING
HOLOGRAPHIC RECORD- ING 428 34.6.1 IMAGE HOLOGRAPHY 428 34.6.2 FOURIER
HOLOGRAPHY 430 34.6.3 FRESNEL HOLOGRAM 432 35 THE
SPACE-BANDWIDTH-PRODUCT SW 433 36 APPENDIX * PUBLICATIONS REPRINTED FROM
OSA JOURNALS 459 THETA MODULATION IN OPTICS 460 CHARACTER RECOGNITION BY
INCOHERENT SIGNAL FILTERING 465 A LATERAL WAVEFRONT SHEARING
INTERFEROMETRY WITH VARIABLE SHEAR 472 SIGNAL DETECTION BY CORRELATION
OF FRESNEL DIFFRACTION PATTERNS 476 SINGLE-SIDEBAND HOLOGRAPHY 481
INTERFEROGRAMS ARE IMAGE HOLOGRAMS 486 NONLINEAR EFFECTS IN HOLOGRAPHY
488 INDEX 499 |
| any_adam_object | 1 |
| any_adam_object_boolean | 1 |
| author | Lohmann, Adolf 1907-1983 |
| author2 | Sinzinger, Stefan |
| author2_role | edt |
| author2_variant | s s ss |
| author_GND | (DE-588)134569407 |
| author_facet | Lohmann, Adolf 1907-1983 Sinzinger, Stefan |
| author_role | aut |
| author_sort | Lohmann, Adolf 1907-1983 |
| author_variant | a l al |
| building | Verbundindex |
| bvnumber | BV021644114 |
| classification_rvk | ZN 6280 ZN 6294 |
| ctrlnum | (OCoLC)179882660 (DE-599)BVBBV021644114 |
| discipline | Maschinenbau / Maschinenwesen Physik Elektrotechnik / Elektronik / Nachrichtentechnik |
| discipline_str_mv | Maschinenbau / Maschinenwesen Physik Elektrotechnik / Elektronik / Nachrichtentechnik |
| edition | 1. Aufl. |
| format | Book |
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| id | DE-604.BV021644114 |
| illustrated | Illustrated |
| index_date | 2024-07-02T15:00:59Z |
| indexdate | 2024-07-09T20:40:39Z |
| institution | BVB |
| isbn | 3939473006 |
| language | English |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-014858847 |
| oclc_num | 179882660 |
| open_access_boolean | |
| owner | DE-92 DE-29T DE-20 DE-634 |
| owner_facet | DE-92 DE-29T DE-20 DE-634 |
| physical | 504 S. Ill., graph. Darst. |
| publishDate | 2006 |
| publishDateSearch | 2006 |
| publishDateSort | 2006 |
| publisher | Univ.-Verl. |
| record_format | marc |
| spelling | Lohmann, Adolf 1907-1983 Verfasser (DE-588)134569407 aut Optical information processing Adolf W. Lohmann. Ed. by Stefan Sinzinger. [Technische Universität Ilmenau] 1. Aufl. Ilmenau Univ.-Verl. 2006 504 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Optische Datenverarbeitung (DE-588)4172661-3 gnd rswk-swf Streuung (DE-588)4058056-8 gnd rswk-swf Kommunikation (DE-588)4031883-7 gnd rswk-swf Fourier-Transformation (DE-588)4018014-1 gnd rswk-swf Optik (DE-588)4043650-0 gnd rswk-swf Licht (DE-588)4035596-2 gnd rswk-swf Informationsverarbeitung (DE-588)4161678-9 gnd rswk-swf Optik (DE-588)4043650-0 s Informationsverarbeitung (DE-588)4161678-9 s DE-604 Optische Datenverarbeitung (DE-588)4172661-3 s Streuung (DE-588)4058056-8 s 1\p DE-604 Fourier-Transformation (DE-588)4018014-1 s 2\p DE-604 Licht (DE-588)4035596-2 s 3\p DE-604 Kommunikation (DE-588)4031883-7 s 4\p DE-604 Sinzinger, Stefan edt GBV Datenaustausch application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014858847&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis 1\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk 2\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk 3\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk 4\p cgwrk 20201028 DE-101 https://d-nb.info/provenance/plan#cgwrk |
| spellingShingle | Lohmann, Adolf 1907-1983 Optical information processing Optische Datenverarbeitung (DE-588)4172661-3 gnd Streuung (DE-588)4058056-8 gnd Kommunikation (DE-588)4031883-7 gnd Fourier-Transformation (DE-588)4018014-1 gnd Optik (DE-588)4043650-0 gnd Licht (DE-588)4035596-2 gnd Informationsverarbeitung (DE-588)4161678-9 gnd |
| subject_GND | (DE-588)4172661-3 (DE-588)4058056-8 (DE-588)4031883-7 (DE-588)4018014-1 (DE-588)4043650-0 (DE-588)4035596-2 (DE-588)4161678-9 |
| title | Optical information processing |
| title_auth | Optical information processing |
| title_exact_search | Optical information processing |
| title_exact_search_txtP | Optical information processing |
| title_full | Optical information processing Adolf W. Lohmann. Ed. by Stefan Sinzinger. [Technische Universität Ilmenau] |
| title_fullStr | Optical information processing Adolf W. Lohmann. Ed. by Stefan Sinzinger. [Technische Universität Ilmenau] |
| title_full_unstemmed | Optical information processing Adolf W. Lohmann. Ed. by Stefan Sinzinger. [Technische Universität Ilmenau] |
| title_short | Optical information processing |
| title_sort | optical information processing |
| topic | Optische Datenverarbeitung (DE-588)4172661-3 gnd Streuung (DE-588)4058056-8 gnd Kommunikation (DE-588)4031883-7 gnd Fourier-Transformation (DE-588)4018014-1 gnd Optik (DE-588)4043650-0 gnd Licht (DE-588)4035596-2 gnd Informationsverarbeitung (DE-588)4161678-9 gnd |
| topic_facet | Optische Datenverarbeitung Streuung Kommunikation Fourier-Transformation Optik Licht Informationsverarbeitung |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=014858847&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT lohmannadolf opticalinformationprocessing AT sinzingerstefan opticalinformationprocessing |