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Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides Book

Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides
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Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides, A unique theoretical approach borrowed from quantum theory is presented for a hitherto confusing area. A new level is reached in the analytical description of wave propagation in dielectric waveguides., Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides
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  • Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides
  • Written by author Sergej G. Krivoshlykov
  • Published by Wiley, John & Sons, Incorporated, 4/1/1994
  • A unique theoretical approach borrowed from quantum theory is presented for a hitherto confusing area. A new level is reached in the analytical description of wave propagation in dielectric waveguides.
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Preface 9
Introduction 13
I.1 Some examples of graded-index waveguides 13
I.2 Methods for characterizing inhomogeneous graded-index waveguides 17
I.3 Quantum-theoretical methods 20
I.4 Objectives and scope of the book 21
Ch. 1 Dynamical symmetry of the wave equation and the quantum-theoretical formalism
1.1 Phase picture for beams in multimode graded-index waveguides and the longitudinal scales for the characterization of beam variation 25
1.2 Different representations for beam fields and their relation to waveguide excitation conditions 32
1.3 Dynamical symmetry of the wave equation and algebraic evaluation of the longitudinal variation of beam parameters 61
1.4 Beam stationarity length and an analog of the Tamm-Mandel'shtam energy-time uncertainty relation 84
Ch. 2 Waveguides with quadratic refractive index profiles
2.1 Paraxial beams in a waveguide with a general quadratic refractive index profile 91
2.2 Coherent beams in longitudinally inhomogeneous waveguides with parabolic index profiles 108
2.3 Coherent beams in active parabolic-index waveguides with gain or losses 163
2.4 Partially coherent beams in longitudinally inhomogeneous parabolic-index waveguides 173
Ch. 3 Waveguides with nonquadratic refractive index profiles
3.1 Longitudinally inhomogeneous asymmetric waveguide with a profile corresponding to a singular oscillator potential 193
3.2 Waveguides with polynomial refractive index profiles 201
3.3 Construction of the optimum refractive index profile for the multimode graded-index waveguide 229
Ch. 4 Graded-index waveguides with random inhomogeneities
4.1 Passive parabolic-index waveguides with random inhomogeneities 236
4.2 Active graded-index waveguides with random inhomogeneities 255
Ch. 5 Excitation of modes in a graded-index waveguide
5.1 Excitation of modes by coherent beams 263
5.2 Excitation of modes in a parabolic-index waveguide by partially coherent sources 287
5.3 Excitation of modes in parabolic-index waveguides by localized sources 299
Ch. 6 Characterization of optical waveguide components and sensors based on mode selection
6.1 Sensitivity of intensity-modulated sensors employing multimode graded-index waveguides 309
6.2 Sensitivity of selected modes in parabolic-index waveguides 311
6.3 Sensitivity of the invariant modes in a longitudinally inhomogeneous parabolic-index fiber to axis bends 318
6.4 Sensitivity of selected modes in an active parabolic-index waveguide 320
6.5 Interferometric sensors employing mode selection in multimode fibers 321
6.6 Components and sensors based on large-scale periodic inhomogeneity assisted evanescent coupling between nonidentical waveguides 324
References 330
Subject index 347


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Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides, A unique theoretical approach borrowed from quantum theory is presented for a hitherto confusing area. A new level is reached in the analytical description of wave propagation in dielectric waveguides., Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides

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Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides, A unique theoretical approach borrowed from quantum theory is presented for a hitherto confusing area. A new level is reached in the analytical description of wave propagation in dielectric waveguides., Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides

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Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides, A unique theoretical approach borrowed from quantum theory is presented for a hitherto confusing area. A new level is reached in the analytical description of wave propagation in dielectric waveguides., Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides

Quantum-Theoretical Formalism for Inhomogeneous Graded-Index Waveguides

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