Fundamental optical design:
This book provides all the essential and best elements of Kidger's many courses taught worldwide on lens and optical design. It is written in a direct style that is compact, logical, and to the point--a tutorial in the best sense of the word. "I read my copy late last year and read it stra...
Gespeichert in:
| 1. Verfasser: | |
|---|---|
| Format: | Buch |
| Sprache: | English |
| Veröffentlicht: |
Bellingham, Wash.
SPIE Press
2002
|
| Schlagworte: | |
| Online-Zugang: | Inhaltsverzeichnis |
| Zusammenfassung: | This book provides all the essential and best elements of Kidger's many courses taught worldwide on lens and optical design. It is written in a direct style that is compact, logical, and to the point--a tutorial in the best sense of the word. "I read my copy late last year and read it straight through, cover to cover. In fact, I read it no less than three times. Its elegant expositions, valuable insights, and up-front espousal of pre-design theory make it an outstanding work. It's in the same league with Conrady and Kingslake." Warren Smith. |
| Beschreibung: | Includes bibliographical references and index |
| Beschreibung: | xix, 290 p. ill. : 27 cm |
| ISBN: | 0819439150 |
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| 300 | |a xix, 290 p. |b ill. : 27 cm | ||
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| 500 | |a Includes bibliographical references and index | ||
| 520 | 3 | |a This book provides all the essential and best elements of Kidger's many courses taught worldwide on lens and optical design. It is written in a direct style that is compact, logical, and to the point--a tutorial in the best sense of the word. "I read my copy late last year and read it straight through, cover to cover. In fact, I read it no less than three times. Its elegant expositions, valuable insights, and up-front espousal of pre-design theory make it an outstanding work. It's in the same league with Conrady and Kingslake." Warren Smith. | |
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Datensatz im Suchindex
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| adam_text |
FUNDAMCNLA OPTICAL DESIGN MICHAEL ]. KIDGCR SPIE PRESS A PUBLICATION OF
SPIE*THE INTERNATIONAL SOCIETY FOR OPTICAL ENGINEERING BELLINGHAM,
WASHINGTON USA CONTENTS FOREWORD / XIII PREFACE / XVII LIST OF SYMBOLS /
XIX CHAPTER 1 GEOMETRICAL OPTICS /1 1.1 COORDINATE SYSTEM AND NOTATION /
1 1.2 THE RECTILINEAR PROPAGATION OF LIGHT / 2 1.3 SNELL'SLAW/2 1.4
FERMAT'S PRINCIPLE / 4 1.5 RAYS AND WAVEFRONTS*THE THEOREM OF MALUS AND
DUPIN / 5 1.6 STOPS AND PUPILS / 6 1.6.1 MARGINAL AND CHIEF RAYS / 7
1.6.2 ENTRANCE AND EXIT PUPILS / 7 1.6.3 FIELD STOPS/8 1.7 SURFACES/8 1
1 1 1 1 .7.1 .7.2 .7.3 .7.4 .7.5 REFERENCES /15 SPHERES / 8 QUADRICS OF
REVOLUTION (PARABOLOIDS, ELLIPSOIDS, HYPERBOLOIDS) / 10 OBLATE ELLIPSOID
/12 THE HYPERBOLA/ 13 AXICON / 14 CHAPTER 2 PARAXIAL OPTICS /17 2.1
PARAXIAL RAYS / 17 2.1.1 THE SIGN CONVENTION / 17 2.1.2 THE PARAXIAL
REGION /18 2.2 THE CARDINAL POINTS / 18 2.2.1 PRINCIPAL POINTS / 19
2.2.2 NODAL POINTS / 20 2.3 PARAXIAL PROPERTIES OF A SINGLE SURFACE / 21
2.4 PARAXIAL RAY TRACING / 23 2.4.1 DISCUSSION OF THE USE OF PARAXIAL
RAY TRACE EQUATIONS / 25 2.5 THE LAGRANGE INVARIANT / 25 2.5.1
TRANSVERSE (LATERAL) MAGNIFICATION / 27 2.5.2 AFOCAL SYSTEMS AND ANGULAR
MAGNIFICATION / 28 2.6 NEWTON'S CONJUGATE DISTANCE EQUATION / 30 _VI
CONTENTS 2.7 FURTHER DISCUSSION OF THE CARDINAL POINTS / 32 2.7.1 THE
COMBINATION OF TWO LENSES / 34 2.7.2 THE THICK LENS / 35 2.7.3 SYSTEM OF
SEVERAL ELEMENTS / 38 2.8 THE REFRACTION INVARIANT, A I 2 9 2.8.1 OTHER
EXPRESSIONS FOR THE LAGRANGE INVARIANT / 40 2.9 THE ECCENTRICITY, E1 41
2.9.1 THE DETERMINATION OF E1 42 REFERENCES / 44 CHAPTER 3 RAY TRACING /
45 3.1 INTRODUCTION / 45 3.2 A SIMPLE TRIGONOMETRIC METHOD OF TRACING
MERIDIAN RAYS / 46 3.3 THE VECTOR FORM OF SNELL'S LAW/48 3.3.1
DEFINITION OF DIRECTION COSINES / 50 3.4 RAY TRACING (ALGEBRAIC METHOD)
/ 51 3.4.1 PRECISION/54 3.5 CALCULATION OF WAVEFRONT ABERRATION (OPTICAL
PATH DIFFERENCE) / 55 3.6 RAY TRACING THROUGH ASPHERIC AND TOROIDAL
SURFACES / 57 3.7 DECENTERED AND TILTED SURFACES / 60 3.8 RAY TRACING AT
REFLECTING SURFACES / 61 REFERENCES / 62 CHAPTER 4 ABERRATIONS / 63 4.1
THE RELATIONSHIP BETWEEN TRANSVERSE AND WAVEFRONT ABERRATIONS / 63 4.2
RAY ABERRATION PLOTS / 65 4.3 SPOT DIAGRAMS / 69 4.4 ABERRATIONS OF
CENTERED OPTICAL SYSTEMS / 70 4.4.1 FIRST-ORDER ABERRATIONS / 73 4.4.1.1
DEFOCUS/73 4.4.1.2 LATERAL IMAGE SHIFT / 74 4.4.2 THE FIVE MONOCHROMATIC
THIRD-ORDER (SEIDEL) ABERRATIONS / 74 4.4.2.1 SPHERICAL ABERRATION / 74
4.4.2.2 COMA/76 4.4.2.3 ASTIGMATISM AND FIELD CURVATURE / 77 4.4.2.4
DISTORTION / 79 4.4.2.4.1 THE FINITE CONJUGATE CASE / 79 4.4.2.4.2 THE
INFINITE CONJUGATE CASE / 80 4.4.2.4.3 THE AFOCAL CASE / 81 4.4.2.4.4
EFFECT OF PUPIL ABERRATIONS AND DEFOCUS ON DISTORTION / 81 4.4.2.4.5
F-THETA LENSES/81 4.4.2.4.6 EFFECT OF A CURVED OBJECT ON DISTORTION / 82
4.4.3 HIGHER-ORDER ABERRATIONS / 82 CONTENTS VI[ 4.4.3.1 BALANCING
SPHERICAL ABERRATION / 82 4.4.3.2 BALANCING COMA / 83 4.4.3.3 BALANCING
ASTIGMATISM AND FIELD CURVATURE / 85 4.4.3.4 BALANCING DISTORTION / 86
4.5 MODULATION TRANSFER FUNCTION (MTF) / 86 4.5.1 THEORY/87 4.5.2 THE
GEOMETRICAL APPROXIMATION / 88 4.5.3 PRACTICAL CALCULATION / 88 4.5.4
THE DIFFRACTION LIMIT / 89 REFERENCES / 90 CHAPTER 5 CHROMATIC
ABERRATION / 91 5.1 VARIATION OF REFRACTIVE INDEX*DISPERSION / 91 5.1.1
LONGITUDINAL CHROMATIC ABERRATION (AXIAL COLOR) OF A THIN LENS / 92
5.1.2 THE ABBE K-VALUE / 93 5.1.3 SECONDARY SPECTRUM / 94 5.1.4
TRANSVERSE CHROMATIC ABERRATION (LATERAL COLOR) / 97 5.2 THE CONRADY
METHOD FOR CALCULATION OF CHROMATIC ABERRATION / 97 5.3 CHROMATIC
VARIATION OF ABERRATIONS / 100 REFERENCES /100 CHAPTER 6 SEIDEL
ABERRATIONS /101 6.1 INTRODUCTION/101 6.2 SEIDEL SURFACE CONTRIBUTIONS /
101 6.2.1 SPHERICAL ABERRATION/102 6.2.2 OFF-AXIS SEIDEL ABERRATIONS /
107 6.2.3 ALTERNATIVE FORMULA FOR DISTORTION / 108 6.2.4 ABERRATIONS OF
A PLANO-CONVEX SINGLET /109 6.2.5 FIRST-ORDER AXIAL COLOR AND LATERAL
COLOR /111 6.2.6 SUMMARY OF THE SEIDEL SURFACE COEFFICIENTS / 112 6.2.7
A NUMERICAL EXAMPLE / 113 6.3 STOP-SHIFT EFFECTS/115 6.3.1 DERIVATION OF
THE SEIDEL STOP-SHIFT EQUATIONS / 116 6.4 DEPENDENCE OF THE SEIDEL
ABERRATIONS ON SURFACE CURVATURE / 120 6.5 THE APLANATIC SURFACE / 122
6.5.1 AN EXAMPLE*THE CLASSICAL OIL-IMMERSION MICROSCOPE OBJECTIVE/ 125
6.6 ZERO SEIDEL CONDITIONS / 126 6.7 "UNDERCORRECTED" AND
"OVERCORRECTED" ABERRATIONS / 128 6.8 SEIDEL ABERRATIONS OF SPHERICAL
MIRRORS / 129 6.9 SEIDEL ABERRATION RELATIONSHIPS /130 6.9.1 WAVEFRONT
ABERRATIONS / 130 6.9.2 TRANSVERSE RAY ABERRATIONS / 131 6.9.3 THE
PETZVAL SUM AND THE PETZVAL SURFACE /132 6.9.4 THE PETZVAL SURFACE AND
ASTIGMATIC IMAGE SURFACES / 133 VIII CONTENTS 6.10 PUPI 1 ABERRATI ONS /
135 6.11 CONJUGATE-SHIFT EFFECTS /136 REFERENCES /137 CHAPTER 7
PRINCIPLES OF LENS DESIGN /139 7.1 THIN LENSES/139 7.2 THIN LENS AT THE
STOP / 142 7.2.1 SPHERICAL ABERRATION / 142 7.2.2 COMA/142 7.2.3
ASTIGMATISM/142 7.2.4 FIELD CURVATURE / 143 7.2.5 DISTORTION/144 7.2.6
AXIAL COLOR/145 7.2.7 LATERAL COLOR/146 7.3 DISCUSSION OF THE THIN-LENS
SEIDEL ABERRATIONS / 146 7.3.1 SPHERICAL ABERRATION / 148 7.3.1.1
BENDING FOR MINIMUM SPHERICAL ABERRATION / 148 7.3.1.2 EFFECT OF
REFRACTIVE INDEX / 149 7.3.1.3 EFFECT OF CHANGE OF CONJUGATES / 150
7.3.1.4 CORRECTION OF SPHERICAL ABERRATION WITH TWO POSITIVE LENSES /150
7.3.1.5 CORRECTION OF SPHERICAL ABERRATION WITH POSITIVE AND NEGATIVE
LENSES / 151 7.3.1.6 SEIDEL ABERRATIONS OF THIN LENSES NOT AT THE STOP /
152 7.3.2 CORRECTION OF COMA / 152 7.3.3 CORRECTION OF ASTIGMATISM/153
7.3.4 CORRECTION OF FIELD CURVATURE / 153 7.3.4.1 DIFFERENT REFRACTIVE
INDICES / 154 7.3.4.2 SEPARATED LENSES / 154 7.3.4.3 THICK MENISCUS LENS
/ 155 7.3.5 REDUCTION OF ABERRATIONS BY SPLITTING LENSES INTO TWO / 156
7.3.6 SEIDEL ABERRATIONS OF A THIN LENS THAT IS NOT AT THE STOP / 157
7.3.7 CORRECTION OF AXIAL AND LATERAL COLOR / 157 7.4 SHAPE-DEPENDENT
AND SHAPE-INDEPENDENT ABERRATIONS / 158 7.5 ASPHERIC SURFACES / 159
7.5.1 THIRD-ORDER OFF-AXIS ABERRATIONS OF AN ASPHERIC PLATE / 161 7.5.2
CHROMATIC EFFECTS / 162 7.6 THE SINE CONDITION / 162 7.6.1 SINE
CONDITION IN THE FINITE CONJUGATE CASE / 162 7.6.2 THE SINE CONDITION
WITH THE OBJECT AT INFINITY / 163 7.6.3 THE SINE CONDITION FOR THE
AFOCAL CASE / 164 7.7 OTHER DESIGN STRATEGIES / 164 7.7.1 MONOCENTRIC
SYSTEMS / 165 7.7.2 USE OF FRONT-TO-BACK SYMMETRY / 165 REFERENCES / 166
CONTENTS IX^ CHAPTER 8 ACHROMATIC DOUBLET OBJECTIVES /167 8.1 SEIDEL
ANALYSIS/167 8.1.1 CORRECTION OF CHROMATIC ABERRATION / 167 8.1.2
ASTIGMATISM AND FIELD CURVATURE / 168 8.1.3 COMPARISON WITH THE ACTUAL
ABERRATIONS OF A DOUBLET / 168 8.1.4 CORRECTING BOTH PETZVAL SUM AND
AXIAL COLOR IN DOUBLETS /169 8.1.5 POSSIBILITIES OF ABERRATION
CORRECTION IN DOUBLETS / 170 8.2 THE CEMENTED DOUBLET/170 8.2.1
OPTIMIZATION OF CEMENTED DOUBLETS /171 8.2.2 CROWN-FIRST DOUBLET / 172
8.2.3 FLINT-FIRST DOUBLET / 174 8.3 THE SPLIT DOUBLET/177 8.3.1 THE
SPLIT FRAUNHOFER DOUBLET / 177 8.3.2 THE SPLIT GAUSS DOUBLET / 179 8.4
GENERAL LIMITATIONS OF DOUBLETS / 182 CHAPTER 9 PETZVAL LENSES AND
TELEPHOTO OBJECTIVES /183 9.1 SEIDEL ANALYSIS/184 9.1.1 CALCULATION OF
PREDICTED TRANSVERSE ABERRATIONS FROM SEIDEL COEFFICIENTS / 185 9.2
OPTIMIZATION/186 9.3 EXAMPLES/ 186 9.3.1 SIMPLE PETZVAL LENS WITH TWO
DOUBLETS / 186 9.3.2 PETZVAL LENS WITH CURVED IMAGE SURFACE / 189 9.3.3
PETZVAL LENS WITH FIELD FLATTENER / 191 9.4 THE TELEPHOTO LENS / 193
CHAPTER 10 TRIPLETS/199 10.1 SEIDEL THEORY/199 10.2 EXAMPLE OF AN
OPTIMIZED TRIPLET / 202 10.3 GLASS CHOICE / 204 10.4 VIGNETTING / 206
CHAPTER 11 EYEPIECES AND AFOCAL SYSTEMS / 209 11.1 EYEPIECES*DESIGN
CONSIDERATIONS / 209 11.1.1 SPECIFICATION OF AN EYEPIECE / 210 11.1.1.1
FOCAL LENGTH/210 11.1.1.2 FIELD ANGLE/ 210 11.1.1.3 PUPIL DIAMETER/210
11.1.1.4 EXIT PUPIL POSITION ("EYE RELIEF) / 211 11.1.2 ABERRATION
CONSIDERATIONS / 211 11.1.2.1 PRISM ABERRATIONS / 211 CONTENTS 11.1.2.2
PUPIL SPHERICAL ABERRATION / 211 11.1.2.3 DISTORTION/212 11.1.2.4 FIELD
CURVATURE/212 11.1.2.5 SPECIAL FACTORS IN OPTIMIZATION / 212 11.1.2.6
GENERAL COMMENTS ON EYEPIECES / 212 11.2 SIMPLE EYEPIECE TYPES / 213
11.2.1 THE RAMSDEN EYEPIECE / 213 11.2.2 THE ACHROMATIZED RAMSDEN, OR
KELLNER, EYEPIECE / 214 11.2.3 THE PLOESSL EYEPIECE / 216 11.2.4 THE
ERFLE EYEPIECE / 217 11.3 AFOCAL SYSTEMS FOR THE VISIBLE WAVEBAND / 219
11.3.1 SIMPLE EXAMPLE OF A COMPLETE TELESCOPIC SYSTEM / 220 11.3.2 MORE
COMPLEX EXAMPLE OF A TELESCOPIC SYSTEM / 222 11.3.3 GALILEAN TELESCOPES
/ 224 11.3.4 MAGNIFIERS / 226 REFERENCES / 229 CHAPTER 12 THERMAL
IMAGING LENSES / 231 12.1 PHOTON DETECTION / 231 12.1.1 8- TO 13- UM
WAVEBAND/ 232 12.1.2 3-TO 5-URN WAVEBAND / 233 12.2 SINGLE-MATERIAL
LENSES / 233 12.2.1 SINGLE GERMANIUM LENS / 234 12.2.2 GERMANIUM
DOUBLETS / 236 12.2.2.1 PLUS-MINUS GERMANIUM DOUBLET SOLUTION / 236
12.2.2.2 PLUS-PLUS GERMANIUM DOUBLET SOLUTION / 238 12.2.3 GERMANIUM
PETZVAL LENS / 240 12.2.4 GERMANIUM TRIPLET / 242 12.3 MULTIPLE-MATERIAL
LENSES / 244 12.4 INFRARED AFOCAL SYSTEMS / 247 12.4.1 THE OBJECTIVE /
247 12.4.2 THE EYEPIECE / 247 12.4.3 OPTIMIZATION AND ANALYSIS / 249
12.5 OTHER ASPECTS OF THERMAL IMAGING / 249 12.5.1 NARCISSUS EFFECT /
249 12.5.2 THERMAL EFFECTS / 250 12.5.3 SPECIAL OPTICAL SURFACES / 2 5 0
REFERENCES / 250 CHAPTER 13 CATADIOPTRIC SYSTEMS / 253 13.1 GENERAL
CONSIDERATIONS / 253 13.1.1 REMINDER OF SEIDEL THEORY*SPHERICAL
ABERRATION, S\ 1 253 13.1.2 CORRECTION OF FIELD CURVATURE, 5 4 / 254
13.1.3 GENERAL TOPICS RELATING TO COMPUTATIONS WITH CATADIOPTRIC SYSTEMS
/ 255 CONTENTS 13.1.4 BAFFLES/255 13.2 SIMPLE EXAMPLES / 255 13.2.1
CASSEGRAIN TELESCOPE / 255 13.2.2 FIELD CORRECTOR FOR A CASSEGRAIN
TELESCOPE / 257 13.2.3 COMA CORRECTOR FOR A PARABOLOIDAL MIRROR / 2 5 9
13.2.4 FIELD CORRECTOR FOR A PARABOLOIDAL MIRROR / 260 13.2.5 THE
RITCHEY-CHRETIEN TELESCOPE / 262 13.2.6 FIELD CORRECTOR FOR A
RITCHEY-CHRETIEN TELESCOPE / 263 13.2.7 FIELD CORRECTOR FOR A HYPERBOLIC
MIRROR / 265 13.2.8 SCHMIDT CAMERA / 267 13.2.9 THE ACHROMATIZED SCHMIDT
CAMERA / 268 13.2.10 THE FIELD-FLATTENED SCHMIDT CAMERA / 270 13.2.11
THE MAKSUTOV-BOUWERS CASSEGRAIN SYSTEM / 272 13.2.12 A SIMPLE MANGIN
MIRROR SYSTEM BY WIEDEMANN / 274 13.3 MORE COMPLEX EXAMPLES / 276 13.3.1
CANZEK MANGIN SYSTEM / 276 13.3.2 MIRROR TELEPHOTO LENS / 279 REFERENCES
/ 281 INDEX / 283 |
| any_adam_object | 1 |
| author | Kidger, Michael J. 1937-1998 |
| author_GND | (DE-588)123744040 |
| author_facet | Kidger, Michael J. 1937-1998 |
| author_role | aut |
| author_sort | Kidger, Michael J. 1937-1998 |
| author_variant | m j k mj mjk |
| building | Verbundindex |
| bvnumber | BV014369172 |
| callnumber-first | Q - Science |
| callnumber-label | QC381 |
| callnumber-raw | QC381 |
| callnumber-search | QC381 |
| callnumber-sort | QC 3381 |
| callnumber-subject | QC - Physics |
| classification_rvk | UH 5080 |
| ctrlnum | (OCoLC)248030094 (DE-599)BVBBV014369172 |
| dewey-full | 535/.32 |
| dewey-hundreds | 500 - Natural sciences and mathematics |
| dewey-ones | 535 - Light and related radiation |
| dewey-raw | 535/.32 |
| dewey-search | 535/.32 |
| dewey-sort | 3535 232 |
| dewey-tens | 530 - Physics |
| discipline | Physik |
| format | Book |
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| id | DE-604.BV014369172 |
| illustrated | Illustrated |
| indexdate | 2024-08-01T00:27:49Z |
| institution | BVB |
| isbn | 0819439150 |
| language | English |
| lccn | 2001042915 |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-009844357 |
| oclc_num | 248030094 |
| open_access_boolean | |
| owner | DE-703 DE-858 DE-1046 |
| owner_facet | DE-703 DE-858 DE-1046 |
| physical | xix, 290 p. ill. : 27 cm |
| publishDate | 2002 |
| publishDateSearch | 2002 |
| publishDateSort | 2002 |
| publisher | SPIE Press |
| record_format | marc |
| spelling | Kidger, Michael J. 1937-1998 Verfasser (DE-588)123744040 aut Fundamental optical design Michael J. Kidger Bellingham, Wash. SPIE Press 2002 xix, 290 p. ill. : 27 cm txt rdacontent n rdamedia nc rdacarrier Includes bibliographical references and index This book provides all the essential and best elements of Kidger's many courses taught worldwide on lens and optical design. It is written in a direct style that is compact, logical, and to the point--a tutorial in the best sense of the word. "I read my copy late last year and read it straight through, cover to cover. In fact, I read it no less than three times. Its elegant expositions, valuable insights, and up-front espousal of pre-design theory make it an outstanding work. It's in the same league with Conrady and Kingslake." Warren Smith. Optique géométrique Geometrical optics Linse (DE-588)4167776-6 gnd rswk-swf Optisches Bauelement (DE-588)4172681-9 gnd rswk-swf Geometrische Optik (DE-588)4020241-0 gnd rswk-swf Linse (DE-588)4167776-6 s Geometrische Optik (DE-588)4020241-0 s DE-604 Optisches Bauelement (DE-588)4172681-9 s 1\p DE-604 HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=009844357&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 |
| spellingShingle | Kidger, Michael J. 1937-1998 Fundamental optical design Optique géométrique Geometrical optics Linse (DE-588)4167776-6 gnd Optisches Bauelement (DE-588)4172681-9 gnd Geometrische Optik (DE-588)4020241-0 gnd |
| subject_GND | (DE-588)4167776-6 (DE-588)4172681-9 (DE-588)4020241-0 |
| title | Fundamental optical design |
| title_auth | Fundamental optical design |
| title_exact_search | Fundamental optical design |
| title_full | Fundamental optical design Michael J. Kidger |
| title_fullStr | Fundamental optical design Michael J. Kidger |
| title_full_unstemmed | Fundamental optical design Michael J. Kidger |
| title_short | Fundamental optical design |
| title_sort | fundamental optical design |
| topic | Optique géométrique Geometrical optics Linse (DE-588)4167776-6 gnd Optisches Bauelement (DE-588)4172681-9 gnd Geometrische Optik (DE-588)4020241-0 gnd |
| topic_facet | Optique géométrique Geometrical optics Linse Optisches Bauelement Geometrische Optik |
| url | http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=009844357&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA |
| work_keys_str_mv | AT kidgermichaelj fundamentalopticaldesign |