Guided optics: optical fibers and all-fiber components
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| Main Author: | |
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| Format: | Book |
| Language: | English French |
| Published: |
Weinheim
WILEY-VCH
2009
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| Series: | Physics textbook
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| Subjects: | |
| Online Access: | Inhaltstext Inhaltsverzeichnis |
| Physical Description: | XXIV, 344 S. Ill., graph. Darst. |
| ISBN: | 9783527407965 3527407960 |
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| 100 | 1 | |a Bures, Jacques |e Verfasser |0 (DE-588)136884121 |4 aut | |
| 245 | 1 | 0 | |a Guided optics |b optical fibers and all-fiber components |c Jacques Bures |
| 264 | 1 | |a Weinheim |b WILEY-VCH |c 2009 | |
| 300 | |a XXIV, 344 S. |b Ill., graph. Darst. | ||
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| 338 | |b nc |2 rdacarrier | ||
| 490 | 0 | |a Physics textbook | |
| 650 | 4 | |a Fiber optics | |
| 650 | 4 | |a Integrated optics | |
| 650 | 4 | |a Integrated optics |v Problems, exercises, etc | |
| 650 | 4 | |a Optical wave guides | |
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Record in the Search Index
| _version_ | 1805091594826678272 |
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| adam_text |
JACQUES BURES GUIDED OPTICS OPTICAL FIBERS AND ALL-FIBER COMPONENTS
WILEY- VCH WILEY-VCH VERLAG GMBH & CO. KGAA VII CONTENTS PREFACE XV
SYMBOLS, OPERATORS AND COORDINATE SYSTEMS XVII 1 VECTOR WAVE EQUATIONS 1
1.1 MAXWELL EQUATIONS FOR DIELECTRIC MEDIA 1 1.2 INHOMOGENEOUS VECTOR
WAVE EQUATIONS 2 1.3 HOMOGENEOUS VECTOR WAVE EQUATIONS 4 1.4
TRANSLATION-INVARIANT WAVEGUIDES AND PROPAGATION MODES 4 1.4.1
CYLINDRICAL POLAR COMPONENTS 5 1.4.2 CARTESIAN COMPONENTS 8 1.5 TE AND
TM MODES 12 1.5.1 THE CASE OF Y AND Z INVARIANT PLANAR WAVEGUIDES 12
1.5.2 THE CASE OF A CIRCULARLY SYMMETRIC REFRACTIVE INDEX PROFILE N(R)
14 1.5.3 CONCLUDING REMARKS ON TE AND TM MODES 16 1.6 NATURE OF THE
SOLUTIONS TO VECTOR WAVE EQUATIONS 16 1.7 CONCLUSION 19 REFERENCES 1 9 2
FUNDAMENTAL PROPERTIES OF VECTOR MODES 21 2.1 RECIPROCITY THEOREMS 21
2.2 PROPAGATION CONSTANT, PHASE VELOCITY, AND WRITING CONVENTIONS 24 2.3
ORTHONORMALITY OF GUIDED MODES 25 2.4 STORED ELECTROMAGNETIC ENERGY 28
2.5 POYNTING VECTOR AND POWER DENSITY 29 2.6 GROUP VELOCITY 30 2.6.1
MEAN TRANSIT TIME 32 2.6.2 DISPERSION AND PULSE SPREADING 32 ', 2.7
EXPANSION OF THE FIELDS ONTO THE BASIS OF GUIDED MODES 33 2.8 REFRACTIVE
INDEX PROFILE AND EFFECTIVE INDEX 34 2.9 FRACTION OF MODAL POWER IN THE
CORE 36 GUIDED OPTICS: OPTICAL FIBERS AND ALL-FIBER COMPONENTS. JACQUES
BURES COPYRIGHT 2009 WILEY-VCH VERLAG GMBH & CO. KGAA, WEINHEIM ISBN:
978-3-527-40796-5 VIII CONTENTS 2.10 CONCLUSION 36 REFERENCES 36 3 EXACT
VECTOR SOLUTIONS FOR WAVEGUIDES 39 3.1 ONE-DIMENSIONAL PLANAR WAVEGUIDES
40 3.1.1 SYMMETRICAL STEP-INDEX PLANAR WAVEGUIDE 40 3.1.2 ASYMMETRICAL
STEP-INDEX PLANAR WAVEGUIDES 54 3.1.3 MULTI-LAYERED SYMMETRICAL PLANAR
WAVEGUIDE 59 3.2 EXACT SOLUTIONS FOR TWO-LAYER STEP-INDEX OPTICAL FIBERS
65 3.2.1 CHOICE OF SOLUTIONS FOR LONGITUDINAL COMPONENTS E Z AND H Z 66
3.2.2 EIGENVALUE EQUATION 68 3.2.3 TE AND TM MODES (V = 0) 69 3.2.4
HYBRID MODES HE AND EH (V ^ 0) 70 3.2.5 ASYMPTOTIC LIMITS OF THE TE AND
TM MODE EIGENVALUE EQUATIONS 71 3.2.6 ASYMPTOTIC LIMITS OF THE HE AND EH
MODE EIGENVALUE EQUATIONS 72 3.2.7 NUMERICAL SOLUTIONS OF U(V) 76 3.2.8
ANALYTICAL EXPRESSIONS FOR THE FIELDS 78 3.2.9 NORMALIZATION CONSTANTS
83 3.2.10 FRACTION OF POWER GUIDED IN THE CORE 84 3.2.11 GROUP VELOCITY
90 3.2.12 POLARIZATION OF THE TRANSVERSE ELECTRIC AND MAGNETIC FIELDS 91
3.2.13 MODAL POWER DENSITY OF THE HYBRID MODES 95 3.2.14 RADIAL
DISTRIBUTION OF THE HYBRID MODE FIELD COMPONENTS 97 3.3 EXACT SOLUTIONS
FOR MULTI-LAYER STEP-INDEX OPTICAL FIBERS 97 3.3.1 MATRIX METHOD 100
3.3.2 LAYER BY LAYER METHOD 101 3.3.3 THE CASE OFTHETE AND TM MODES 103
3.3.4 NUMERICAL EXAMPLE FOR THE SMF28* FIBER 104 3.3.5 EFFECTIVE INDEX
CURVES 105 3.3.6 GROUP VELOCITY AND INTRAMODAL DISPERSION OF HEN AND EHU
IN THE SMF28* FIBER 106 3.3.7 FUNDAMENTAL MODE OF MULTI-LAYERED
STEP-INDEX FIBERS 106 3.4 EXACT SOLUTIONS FOR GRADED-INDEX OPTICAL
FIBERS 110 3.5 CONCLUSION 112 REFERENCES 112 4 SCALAR MODE THEORY 115
4.1 SCALAR WAVE EQUATION 116 4.2 TWO-LAYER STEP-INDEX FIBERS 118
CONTENTS IX 4.2.1 EIGENVALUE EQUATION 119 4.2.2 LIMIT VALUES OF U(V) 120
4.2.3 NOMENCLATURE OF THE MODES 122 4.2.4 POLARIZATION OF THE LP MODES
122 4.2.5 UNIVERSAL GRAPH U(V) 124 4.2.6 EFFECTIVE INDEX GRAPH N ES (V)
125 4.2.7 NORMALIZATION OF THE MODES 125 4.2.8 NUMERICAL EXAMPLES OF
RADIAL PROFILES * (R) 127 4.2.9 FRACTION OF POWER GUIDED IN THE CORE 129
4.2.10 GROUP VELOCITY 131 4.3 MULTI-LAYER STEP-INDEX FIBERS 133 4.3.1
EIGENVALUE EQUATIONS 133 4.3.2 NUMERICAL EXAMPLES 135 4.3.3
NORMALIZATION OF THE MODES 138 4.3.4 GROUP VELOCITY 138 4.3.5 FRACTION
OF POWER GUIDED IN THE CORE 139 4.4 GRADED-INDEX FIBERS 139 4.4.1
SOLVING THE SCALAR WAVE EQUATION 140 4.4.2 OTHER CALCULATIONS 141 4.4.3
NUMERICAL EXAMPLE 141 4.5 CONCLUSION 142 REFERENCES 143 5 DEGENERACY OF
THE VECTOR MODES 145 5.1 DEGENERATE VECTOR MODES IN THE WEAKLY GUIDING
REGIME (TWO-LAYER FIBER) 146 5.1.1 DEGENERATE FORMS OF THE EIGENVALUE
EQUATION 146 5.1.2 DEGENERATE FORMS OF THE FIELD COMPONENTS 147 5.1.3
POLARIZATION DEGENERACY 150 5.1.4 COMBINATIONS OF DEGENERATE MODES TO
FORM LP MODES 152 5.1.5 GENERALIZATION TO MULTI-LAYER AND GRADED-INDEX
FIBERS 156 5.2 POLARIZATION CORRECTIONS FOR TWO-LAYER FIBERS 156 5.2.1
GENERAL FORMULA 157 5.2.2 APPROXIMATION OF NEARLY IDENTICAL FIELDS 159
5.2.3 CIRCULARLY SYMMETRIC FIBERS 159 5.3 POLARIZATION CORRECTIONS FOR
OTHER CIRCULARLY SYMMETRIC FIBERS 165 5.3.1 EXAMPLE 1: THE N-LAYER
STEP-INDEX FIBER 165 5.3.2 EXAMPLE 2: THE GRADED-INDEX FIBER 166 5.3.3
EXAMPLE 3: THE COMPOSITE PROFILE FIBER 166 5.4 CONCLUSION 167 ',
REFERENCES 168 X CONTENTS 6 MODE COUPLING AND BRAGG GRATINGS 169 6.1
GENERAL MODE COUPLING EQUATIONS 169 6.1.1 COUPLING EQUATION FOR A
FORWARD-PROPAGATING MODE J 171 6.1.2 COUPLING EQUATION FOR A
BACKWARD-PROPAGATING MODE-J 172 6.1.3 GENERAL COUPLED EQUATIONS 173
6.1.4 ENERGY CONSERVATION 174 6.1.5 COUPLING BETWEEN TWO MODES DUE TO A
PERIODIC PERTURBATION AND BRAGG GRATING 175 6.2 COUPLING BETWEEN TWO
CODIRECTIONAL MODES 176 6.2.1 SOLVING THE COUPLED EQUATIONS 176 6.2.2
FREQUENCY RESPONSE OF TRANSMISSION BRAGG GRATINGS 178 6.3 COUPLING
BETWEEN TWO COUNTERDIRECTIONAL MODES 181 6.3.1 SOLVING THE COUPLED
EQUATIONS 181 6.3.2 FREQUENCY RESPONSE OF BRAGG REFLECTORS 186 6.4
EXPERIMENTAL REALIZATION OF BRAGG GRATINGS 188 6.4.1 REFLECTION BRAGG
GRATING OBTAINED BY A STATIONARY WAVE 189 6.4.2 REFLECTION BRAGG GRATING
WRITTEN WITH A PHASE MASK 195 6.4.3 LONG-PERIOD BRAGG GRATINGS OBTAINED
BY ELECTRIC DISCHARGES 200 6.4.4 LONG-PERIOD BRAGG GRATING OBTAINED BY
CO 2 LASER 202 6.5 CONCLUSION 204 REFERENCES 205 7 TAPERED FIBERS 207
7.1 LOCAL MODES 208 7.1.1 NORMAL MODES OF A LOCAL UNIFORM WAVEGUIDE 208
7.1.2 LOCAL MODES OF A TAPERED FIBER 209 7.1.3 ORTHONORMALITY OF THE
LOCAL MODES 209 7.1.4 DECOMPOSITION ON THE BASIS OF LOCAL MODES 210 7.2
COUPLED EQUATIONS FOR LOCAL MODES 211 7.2.1 COUPLED EQUATIONS AND THE
FIRST FORM FOR THE COEFFICIENTS 211 7.2.2 SYMMETRY OF THE C JM 212 7.2.3
SECOND FORM OF THE COUPLING COEFFICIENTS 213 7.2.4 ALTERNATE FORM OF THE
COUPLED EQUATIONS 215 7.3 CASE OF CIRCULARLY SYMMETRIC STEP-INDEX
WAVEGUIDES 217 7.3.1 VECTOR MODES 217 7.3.2 SCALAR MODES IN THE WEAKLY
GUIDING REGIME 218 7 A MODAL BEHAVIOR OF TAPERED FIBERS 219 7.4.1
CHARACTERISTIC REGIONS OF THE WAVEGUIDE 220 7.4.2 MODAL INTERFEROMETER
221 7.5 EXPERIMENTAL STUDY OF A TAPERED FIBER 223 7.5.1 TRANSMITTED
POWER DURING THE TAPERING PROCESS 224 7.5.2 SPECTRAL RESPONSE 224 7.5.3
RESPONSE AS A FUNCTION OF THE INDEX OF THE EXTERNAL MEDIUM 225 CONTENTS
XI 7.6 TECHNOLOGICAL APPLICATIONS OF TAPERED FIBERS 226 7.6.1
TEMPERATURE SENSOR 226 7.6.2 DISPLACEMENT AND CURVATURE SENSOR 226 7.6.3
PASS(A. P )/STOP(A S ) SPECTRAL FILTER 228 7.6.4 PASS-BAND SPECTRAL
FILTER 231 7.6.5 POWER CONCENTRATOR 232 7.6.6 ADIABATICITY: VERY STRONG
OR VERY WEAK SLOPES OF TAPERED FIBERS 240 7.7 CONCLUSION 242 REFERENCES
242 8 FIBER SPLICES 245 8.1 REFLECTION AND TRANSMISSION AT A SPLICE 245
8.1.1 CALCULATION OF THE AMPLITUDES OF THE REFLECTED AND TRANSMITTED
MODES 246 8.1.2 CALCULATION OF THE OVERLAP INTEGRALS I JK 248 8.1.3
NUMERICAL EXAMPLE 249 8.2 REFLECTION MODAL INTERFEROMETER 250 8.3
TRANSMISSION BI-MODAL INTERFEROMETER 253 8.4 REFLECTION AND TRANSMISSION
ON THE FIBER ENDFACE 255 8.4.1 NUMERICAL EXAMPLE 258 8.5 CONCLUSION 260
REFERENCES 260 9 2X2 FIBER COUPLERS 261 9.1 COUPLING VIA THE FIELD
OVERLAP BETWEEN THE FIBERS 265 9.1.1 COUPLED EQUATIONS AND COUPLING
COEFFICIENTS 267 9.1.2 SINGLE-MODE FIBERS AND THE ADIABATIC COUPLER 269
9.1.3 PHYSICAL INTERPRETATION OF THE QUANTITY N 2 (X, Y, Z) * N 2 (X, Y,
Z) 270 9.1.4 EXPRESSION FOR C^ IN THE CASE OF TWO IDENTICAL STEP-INDEX
FIBERS WITH N CO AND N C \ 271 9.1.5 EXPRESSION OF C\\, CORRECTION OF J6
01 OF THE LP O I MODE OF FIBER 1 273 9.1.6 NUMERICAL CALCULATION OF C\\
AND CJ\ 274 9.1.7 SOLVING THE COUPLED EQUATIONS IN THE CASE OF AN
ADIABATIC COUPLER WITH IDENTICAL FIBERS 274 9.1.8 TRANSFER MATRIX 276
9.1.9 COUPLER WITH BF (0) = 0 AND B ( ^ (0) = 1 277 9.1.10 MODELING OF A
COUPLER AND NUMERICAL EXAMPLES 277 9.1.11 EXPRESSION OF THE COUPLING
COEFFICIENT C?JR IN THE CASE OF TWO DIFFERENT FIBERS 281 9.1.12 PHASE
MISMATCH AND COUPLING BETWEEN NON-CODIRECTIONAL MODES 284 XII CONTENTS
9.2 COUPLING VIA BEATING BETWEEN SUPERMODES 284 9.2.1 ILLUSTRATION OF
THE FIRST TWO SUPERMODES OF A 2X2 COUPLER OF IDENTICAL FIBERS 285 9.2.2
COUPLING VIA THE BEATING OF THE FIRST TWO SUPERMODES 286 9.2.3
CALCULATION OF THE SUPERMODES 289 9.2.4 MODELING A PARTIALLY FUSED
STRUCTURE 291 9.2.5 FINDING THE EIGENVALUES 292 9.3 NUMERICAL COMPARISON
OF THE TWO METHODS 294 9.4 EXPERIMENTAL RESULTS 296 9.4.1 PRESENTATION
AND ANALYSIS OF THE RESULTS 296 9.4.2 MODELING THE EFFECTS OF
POLARIZATION 300 9.5 SPECIAL COUPLERS 301 9.5.1 WAVELENGTH INDEPENDENT
POWER DIVIDING COUPLERS 301 9.5.2 COUPLERS WITH ABRUPT SLOPES IN THE
WAVELENGTH RESPONSE 304 9.5.3 COUPLERS WITH A BROADENED WAVELENGTH
RESPONSE 306 9.5.4 LOOPED COUPLERS 307 9.5.5 MODE-SEPARATING COUPLERS
312 9.6 CONCLUSION 314 REFERENCES 314 APPENDIX A: BESSEL FUNCTIONS AND
MODIFIED BESSEL FUNCTIONS OF INTEGER ORDER 317 A.I DIFFERENTIAL
EQUATIONS OF THE BESSEL AND MODIFIED BESSEL FUNCTIONS 317 A.2 GRAPHS OF
THE FIRST THREE ORDERS OF BESSEL AND MODIFIED BESSEL FUNCTIONS 318 A.3
EXPANSION SERIES OF THE BESSEL AND MODIFIED BESSEL FUNCTIONS 318 A.4
SYMMETRY RELATIONS 319 A. 5 RECURRENCE RELATIONS 320 A.6 DERIVATIVES 320
A.7 WRONSKIANS 320 A.8 FIRST TERMS OF THE ASYMPTOTIC FORMS WHEN X * 0
321 A.9 FIRST TERMS OF THE ASYMPTOTIC FORMS WHEN X *** OO 321 A.10
INTEGRALS OF BESSEL AND MODIFIED BESSEL FUNCTIONS 322 A. 11 ADDITION
FORMULA 323 A.12 ROOTS OF BOTH JE(X) AND ITS DERIVATIVES F E (X) 324
APPENDIX B: PROOF OF THE IDENTITY USED TO ESTABLISH THE CROUP VELOCITY
FORMULA 325 REFERENCES 327 , CONTENTS XIII APPENDIX C: DISTINGUISHING
BETWEEN THE HE AND EH VECTOR MODES OF A MULTI-LAYERED FIBER 329 C.I
EFFECTIVE INDEX CURVES AND THE INVERSION OF CORRESPONDENCES 330 C.2
POLARIZATION OF ELECTRIC AND MAGNETIC FIELDS AS A FUNCTION OF THE
REDUCTION RATIO R 330 C.3 METHOD FOR DISTINGUISHING BETWEEN THE EH UM
AND HE UM+ I MODES 332 REFERENCES 335 APPENDIX D: DEFINITIONS OF THE
REFRACTIVE INDICES 337 D.I ABSOLUTE INDEX OF AIR 337 D.2 RELATIVE AND
ABSOLUTE INDICES OF SILICA 337 D.3 RELATIVE AND ABSOLUTE REFRACTIVE
INDICES OF GAAS BETWEEN X = 0.8 AND 1.65 URN 338 D.4 RELATIVE AND
ABSOLUTE REFRACTIVE INDICES OF ALAS BETWEEN X = 0.65 AND 1.6 URN 338 D.5
RELATIVE INDEX CURVES OF ALAS AND GAAS 339 REFERENCES 339 INDEX 341 |
| any_adam_object | 1 |
| author | Bures, Jacques |
| author_GND | (DE-588)136884121 |
| author_facet | Bures, Jacques |
| author_role | aut |
| author_sort | Bures, Jacques |
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| building | Verbundindex |
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| callnumber-search | TA1660 |
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| callnumber-subject | TA - General and Civil Engineering |
| classification_rvk | UH 5760 ZN 6280 ZN 6285 |
| classification_tum | PHY 394f |
| ctrlnum | (OCoLC)192081278 (DE-599)DNB987215388 |
| dewey-full | 621.3692 |
| dewey-hundreds | 600 - Technology (Applied sciences) |
| dewey-ones | 621 - Applied physics |
| dewey-raw | 621.3692 |
| dewey-search | 621.3692 |
| dewey-sort | 3621.3692 |
| dewey-tens | 620 - Engineering and allied operations |
| discipline | Physik Elektrotechnik / Elektronik / Nachrichtentechnik |
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| genre | (DE-588)4123623-3 Lehrbuch gnd-content |
| genre_facet | Lehrbuch |
| id | DE-604.BV035206712 |
| illustrated | Illustrated |
| indexdate | 2024-07-20T09:58:11Z |
| institution | BVB |
| isbn | 9783527407965 3527407960 |
| language | English French |
| oai_aleph_id | oai:aleph.bib-bvb.de:BVB01-017013042 |
| oclc_num | 192081278 |
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| physical | XXIV, 344 S. Ill., graph. Darst. |
| publishDate | 2009 |
| publishDateSearch | 2009 |
| publishDateSort | 2009 |
| publisher | WILEY-VCH |
| record_format | marc |
| series2 | Physics textbook |
| spelling | Bures, Jacques Verfasser (DE-588)136884121 aut Guided optics optical fibers and all-fiber components Jacques Bures Weinheim WILEY-VCH 2009 XXIV, 344 S. Ill., graph. Darst. txt rdacontent n rdamedia nc rdacarrier Physics textbook Fiber optics Integrated optics Integrated optics Problems, exercises, etc Optical wave guides Lichtwellenleiter (DE-588)4267405-0 gnd rswk-swf (DE-588)4123623-3 Lehrbuch gnd-content Lichtwellenleiter (DE-588)4267405-0 s DE-604 text/html http://deposit.dnb.de/cgi-bin/dokserv?id=3060795&prov=M&dok_var=1&dok_ext=htm Inhaltstext HEBIS Datenaustausch Darmstadt application/pdf http://bvbr.bib-bvb.de:8991/F?func=service&doc_library=BVB01&local_base=BVB01&doc_number=017013042&sequence=000001&line_number=0001&func_code=DB_RECORDS&service_type=MEDIA Inhaltsverzeichnis |
| spellingShingle | Bures, Jacques Guided optics optical fibers and all-fiber components Fiber optics Integrated optics Integrated optics Problems, exercises, etc Optical wave guides Lichtwellenleiter (DE-588)4267405-0 gnd |
| subject_GND | (DE-588)4267405-0 (DE-588)4123623-3 |
| title | Guided optics optical fibers and all-fiber components |
| title_auth | Guided optics optical fibers and all-fiber components |
| title_exact_search | Guided optics optical fibers and all-fiber components |
| title_full | Guided optics optical fibers and all-fiber components Jacques Bures |
| title_fullStr | Guided optics optical fibers and all-fiber components Jacques Bures |
| title_full_unstemmed | Guided optics optical fibers and all-fiber components Jacques Bures |
| title_short | Guided optics |
| title_sort | guided optics optical fibers and all fiber components |
| title_sub | optical fibers and all-fiber components |
| topic | Fiber optics Integrated optics Integrated optics Problems, exercises, etc Optical wave guides Lichtwellenleiter (DE-588)4267405-0 gnd |
| topic_facet | Fiber optics Integrated optics Integrated optics Problems, exercises, etc Optical wave guides Lichtwellenleiter Lehrbuch |
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