國立高雄大學圖資館 |

Laser beam propagation in nonlinear optical media /

紀錄類型:	書目-語言資料,印刷品 : Monograph/item
正題名/作者:	Laser beam propagation in nonlinear optical media /Shekhar Guha, Leonel P. Gonzalez.
作者:	Guha, Shekhar.
其他作者:	Gonzalez, Leonel Pastor,
面頁冊數:	xxix, 304 pages :illustrations ;24 cm
標題:	LightTransmission
電子資源:	http://images.tandf.co.uk/common/jackets/websmall/978143986/9781439866382.jpg
ISBN:	9781439866382$q(hardback)

Laser beam propagation in nonlinear optical media /
Guha, Shekhar.

Laser beam propagation in nonlinear optical media /Shekhar Guha, Leonel P. Gonzalez. - xxix, 304 pages :illustrations ;24 cm

Includes bibliographical references and index.

1. Light propagation in anisotropic crystals -- 2. Nonlinear optical processes -- 3. Effective d coefficient for three-wave mixing processes -- 4. Nonlinear propagation equations and solutions -- 5. Quasi-phase matching -- 6. Optical parametric oscillation -- 7. Numerical beam propagation methods.

ISBN: 9781439866382$q(hardback)

LCCN: 2013035169

Nat. Bib. No.: GBB336969bnb

Nat. Bib. Agency Control No.: 016316875UkSubjects--Topical Terms:

468250
Light
--Transmission

LC Class. No.: QC389 / .G84 2014

Dewey Class. No.: 621.36/6

Laser beam propagation in nonlinear optical media /
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084 $a SCI055000 $a TEC019000 $2 bisacsh
100 1 $a Guha, Shekhar. $3 743523
245 1 0 $a Laser beam propagation in nonlinear optical media / $c Shekhar Guha, Leonel P. Gonzalez.
264 1 $a Boca Raton : $b CRC Press, $c [2014]
300 $a xxix, 304 pages : $b illustrations ; $c 24 cm
336 $a text $b txt $2 rdacontent
337 $a unmediated $b n $2 rdamedia
338 $a volume $b nc $2 rdacarrier
504 $a Includes bibliographical references and index.
505 0 $6 880-01 $a 1. Light propagation in anisotropic crystals -- 2. Nonlinear optical processes -- 3. Effective d coefficient for three-wave mixing processes -- 4. Nonlinear propagation equations and solutions -- 5. Quasi-phase matching -- 6. Optical parametric oscillation -- 7. Numerical beam propagation methods.
650 0 $a Light $x Transmission $x Mathematical models. $3 468250
650 0 $a Laser beams $x Mathematical models. $3 743526
650 0 $a Nonlinear optics $x Mathematics. $3 743527
650 0 $a Crystal optics $x Mathematics. $3 743525
650 6 $a Lumière $x Propagation $0 (CaQQLa)201-0044964 $x Modèles mathèmatiques. $0 (CaQQLa)201-0379082 $3 994792
650 6 $a Faisceaux laser $x Modèles mathèmatiques. $0 (CaQQLa)201-0379082 $3 994793
650 6 $a Optique non linèaire $x Mathèmatiques. $0 (CaQQLa)201-0380112 $3 994794
650 6 $a Optique cristalline $x Mathèmatiques. $0 (CaQQLa)201-0380112 $3 994795
650 7 $a SCIENCE $x Physics. $2 bisacsh $3 994788
650 7 $a TECHNOLOGY & ENGINEERING $x Lasers & Photonics. $2 bisacsh $3 537941
700 1 $a Gonzalez, Leonel Pastor, $d 1971- $3 743524
758 $i has work: $a Laser beam propagation in nonlinear optical media (Text) $1 https://id.oclc.org/worldcat/entity/E39PCGQQKyJMXKQQX6kJfM6cpq $4 https://id.oclc.org/worldcat/ontology/hasWork
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880 0 0 $6 505-00/(S $g 1 $t Light Propagation in Anisotropic Crystals $g 1 -- $g 1.1 $t Introduction $g 1 -- $g 1.2 $t Vectors Associated with Light Propagation $g 2 -- $g 1.2.1 $t Plane waves $g 3 -- $g 1.2.2 $t Non-plane waves $g 4 -- $g 1.3 $t Anisotropic Media $g 5 -- $g 1.3.1 $t The principal coordinate axes $g 6 -- $g 1.3.2 $t Three crystal classes $g 7 -- $g 1.3.3 $t The principal refractive indices $g 7 -- $g 1.4 $t Light Propagation in an Anisotropic Crystal $g 8 -- $g 1.4.1 $t Allowed directions of D and E in an anisotropic medium $g 9 -- $g 1.4.2 $t Values of n for a given propagation direction $g 11 -- $g 1.4.3 $t Directions of D and E for the slow and fast waves $g 12 -- $g 1.5 $t Characteristics of the Slow and the Fast Waves in a Biaxial Crystal $g 15 -- $g 1.5.1 $t ns and nf $g 15 -- $g 1.5.2 $t ps and pf $g 17 -- $g 1.5.3 $t The components of ds and df $g 17 -- $g 1.5.4 $t The components of �es and �e f $g 19 -- $g 1.6 $t Double Refraction and Optic Axes $g 21 -- $g 1.6.1 $t Expressions for components of d in terms of the angles θ, φ and Ω $g 24 -- $g 1.6.2 $t Relating the angle δ to Ω, θ and φ $g 27 -- $g 1.6.3 $t Directions of E and S $g 29 -- $g 1.6.4 $t The walk-off angles pa and pf $g 31 -- $g 1.6.5 $t An interim summary $g 32 -- $g 1.7 $t Propagation along the Principal Axes and along the Principal Planes $g 33 -- $g 1.7.1 $t Introduction $g 33 -- $g 1.7.2 $t Propagation along the principal axes X, Y and Z $g 34 -- $g 1.7.3 $t Propagation along the principal plane YZ $g 35 -- $g 1.7.4 $t k along YZ plane, Case 1: nx <nY <nz $g 35 -- $g 1.7.5 $t k along YZ plane, Case 2: nx> ny> nz $g 37 -- $g 1.7.6 $t Propagation along the principal plane ZX $g 38 -- $g 1.7.7 $t k along ZX plane, Case la: nx <ny <nz, θ <Ω $g 38 -- $g 1.7.8 $t k along ZX plane, Case lb: nx <nY <nz, θ> Ω $g 40 -- $g 1.7.9 $t k along ZX plane, Case 2a: nx> ny> nz, θ <Ω '10 -- $g 1.7.10 $t k along ZX plane, Case 2b: nx> ny> nz, θ> Ω $g 41 -- $g 1.7.11 $t Propagation along the principal plane XY $g 41 -- $g 1.7.12 $t k along XY plane, Case 1: nx <nY <nz $g 42 -- $g 1.7.13 $t k along XY plane, Case 2: nx> ny> nz $g 43 -- $g 1.7.14 $t Summary of the cases of propagation along-principal planes $g 44 -- $g 1.8 $t Uniaxial Crystals $g 45 -- $g 1.8.1 $t Field directions of the D and E vectors for extraordinary and ordinary waves $g 47 -- $g 1.8.2 $t p ` 0 Case (extraordinary wave) $g 48 -- $g 1.8.3 $t Another expression relating ρ and θ $g 50 -- $g 1.8.4 $t ρ = 0 Case (ordinary wave) $g 52 -- $g 1.8.5 $t Two special cases: θ = 0 and θ = 90� $g 53 -- $g 1.9 $t Propagation Equation in the Presence of Walk-off $g 54 -- $g 1.9.1 $t Transformation between laboratory and crystal coordinate systems $g 55 -- $g 1.9.2 $t The propagation equation in the presence of walk-off $g 55 -- $g 2 $t Nonlinear Optical Processes $g 61 -- $g 2.1 $t Introduction $g 61 -- $g 2.2 $t Second Order Susceptibility $g 62 -- $g 2.3 $t Properties of x p2 s $g 65 -- $g 2.3.1 $t Properties of X p2 s away from resonance $g 67 -- $g 2.3.2 $t Kleinman's symmetry $g 67 -- $g 2.4 $t d Coefficients and the Contracted Notation $g 67 -- $g 2.4.1 $t d Coefficients under Kleinman symmetry $g 68 -- $g 2.5 $t The Non-Zero d Coefficients of Biaxial Crystals $g 69 -- $g 2.6 $t The Non-Zero d Coefficients of Uniaxial Crystals $g 70 -- $g 2.7 $t Nonlinear Polarizations $g 72 -- $g 2.7.1 $t Nondegenerate sum frequency generation $g 72 -- $g 2.7.2 $t Difference frequency generation $g 73 -- $g 2.7.3 $t Second harmonic generation (SHG) $g 74 -- $g 2.7.4 $t Optical rectification $g 75 -- $g 2.7.5 $t Convention used for numbering the three interacting beams of light $g 75 -- $g 2.7.6 $t Summary of polarization components for non-degenerate three wave mixing $g 76 -- $g 2.7.7 $t Summary of polarization components for degenerate three wave mixing (SHG and degenerate parametric mixing) $g 77 -- $g 2.8 $t Frequency Conversion and Phase Matching $g 78 -- $g 2.8.1 $t Phase matching in birefringent crystals $g 80 -- $g 2.8.2 $t Calculation of phase matching angles $g 83 -- $g 2.9 $t Walk-Off Angles $g 84 -- $g 2.9.1 $t Calculation of walk-off angles in the phase matched case in KTP $g 84 -- $g 3 $t Effective d Coefficient for Three-Wave Mixing Processes $g 89 -- $g 3.1 $t Introduction $g 89 -- $g 3.1.1 $t Definition of deff $g 90 -- $g 3.1.2 $t Effective nonlinearity for nondegenerate three wave mixing processes $g 91 -- $g 3.1.3 $t Effective nonlinearity for the degenerate three wave mixing process $g 92 -- $g 3.1.4 $t Type I degenerate three wave mixing process $g 93 -- $g 3.1.5 $t Type II degenerate three wave mixing process $g 93 -- $g 3.2 $t Expressions for deff $g 94 -- $g 3.2.1 $t deff of biaxial crystals under Kleinman Symmetry Condition $g 95 -- $g 3.2.2 $t Reduction of deff to expressions in the literature $g 100 -- $g 3.3 $t deff Values for Some Biaxial and Uniaxial Crystals of Different Classes $g 101 -- $g 3.3.1 $t deff for KTP for propagation in a general direction $g 102 -- $g 3.3.1.1 $t deff for KTP for a Type I (ssf) mixing process $g 103 -- $g 3.3.1.2 $t deff for KTP for a Type II(sff) mixing process $g 114 -- $g 3.3.1.3 $t deff for KTP for a Type II(fsf) mixing process $g 105 -- $g 3.3.2 $t deff for KTP for propagation along principal planes $g 106 -- $g 3.4 $t deff for Uniaxial Crystals $g 109 -- $g 3.5 $t deff for Isotropic Crystals $g 114 -- $g 3.5.1 $t The direction of the nonlinear polarization $g 119 -- $g 3.5.2 $t Propagation along principal planes $g 121 -- $g 3.5.3 $t Propagation through orientation patterned material $g 124 -- $g 4 $t Nonlinear Propagation Equations and Solutions $g 137 -- $g 4.1 $t Nonlinear Propagation Equations $g 137 -- $g 4.1.1 $t Normalized form of the three wave mixing equations $g 140 -- $g 4.2 $t Solutions to the Three Wave Mixing Equations in the Absence of Diffraction, Beam Walk-off and Absorption $g 141 -- $g 4.2.1 $t An interlude -- the Manley-Rowe relations $g 143 -- $g 4.2.2 $t Back to solutions of the three wave mixing equations $g 143 -- $g 4.2.3 $t Another interlude -- Jacobian elliptic functions $g 145 -- $g 4.2.4 $t Return to the solution of the coupled three wave mixing equations $g 147 -- $g 4.3 $t Unseeded Sum Frequency Generation (ω b1 s+ω b2 s =ω b3 s) $g 148 -- $g 4.3.1 $t SFG irradiance for collimated beams with no phase matching (σ ` 0) and with no pump depletion $g 149 -- $g 4.3.2 $t SFG irradiance for collimated beams with phase matching (σ = 0) and with pump depletion $g 150 -- $g 4.3.3 $t SFG power and energy conversion efficiency for collimated beams with arbitrary spatial and temporal shapes' $g 151 -- $g 4.3.4 $t SFG power and energy conversion efficiency for collimated' Gaussian beams $g 154 -- $g 4.3.5 $t SFG power and energy conversion efficiency for collimated Gaussian beams with phase mismatch (σ ` 0) and no pump depletion $g 156 -- $g 4.3.6 $t Some results of SFG power and energy conversion efficiency for collimated Gaussian beams $g 158 -- $g 4.3.7 $t SFG conversion efficiency for focused Gaussian beams $g 159 -- $g 4.3.8 $t Optimization of focusing parameters for SFG $g 164 -- $g 4.4 $t Unseeded Second Harmonic Generation (2ωp = ωs) $g 166 -- $g 4.4.1 $t Solution of SHG equations in the absence of diffraction, beam walk-off and absorption $g 166 -- $g 4.4.2 $t Another interlude -- the Manley-Rowe relations for SHG $g 168 -- $g 4.4.3 $t Back to the solutions of SHG equations $g 168 -- $g 4.4.4 $t SHG irradiance for collimated beams with no phase matching (σ ` 0) and with no pump depletion $g 170 -- $g 4.4.5 $t SHG irradiance for collimated beams with phase matching (σ = 0) and with pump depletion $g 171 -- $g 4.4.6 $t SHG power and energy conversion efficiency for collimated beams $g 172 -- $g 4.4.7 $t SHG power and energy conversion efficiency for collimated Gaussian beams $g 174 -- $g 4.4.8 $t SHG power and energy conversion efficiency for collimated Gaussian beams with phase matching (σ = 0) in presence of pump depletion $g 176 -- $g 4.4.9 $t SHG power and energy conversion efficiency for collimated Gaussian beams with no pump depletion $g 179 -- $g 4.4.10 $t SHG conversion efficiency for
880 0 0 $6 505-01/(S $t focused Gaussian beams $g 180 -- $g 4.4.11 $t An interlude -Boyd and Kleinman theory for SHG $g 183 -- $g 4.4.12 $t Return to the case of SHG for focused Gaussian beams including pump depletion effects $g 184 -- $g 4.4.13 $t Optimum value of the focusing parameter $g 184 -- $g 4.4.14 $t Analytical (fitted) expressions for SHG conversion efficiency hsmm, optimized with respect to a $g 187 -- $g 4.4.15 $t Analytical expressions for SHG conversion efficiency hsmm, optimized with respect to σ and ξp $g 190 -- $g 4.5 $t Unseeded Difference Frequency Generation (ω b1 s = ω b3 s -- ω b2 s) $g 192 -- $g 4.5.1 $t DFG irradiance for collimated beams with no phase matching (σ ` 0) and with no pump depletion $g 194 -- $g 4.5.2 $t DFG irradiance for collimated beams with phase matching (σ = 0) in presence of pump depletion $g 196 -- $g 5 $t Quasi-Phase Matching $g 201 -- $g 5.1 $t Quasi-Phase Matching, QPM $g 201 -- $g 5.1.1 $t Plane wave analysis of quasi phase matching $g 202 -- $g 5.2 $t Effects of Focusing and Pump Depletion on Quasi Phase Matched SHG $g 204 -- $g 5.2.1 $t Quasi phase matched SHG for collimated beams, with δ b1 s ` 0, and with no pump depletion $g 206 -- $g 5.2.2 $t Effects of focusing and pump depletion on quasi phase matched SHG $g 208 -- $g 6 $t Optical Parametric Oscillation $g 213 -- $g 6.1 $t Optical Parametric Oscillation $g 213 -- $g 6.1.1 $t Plane wave analysis of OPO (SRO) including phase mismatch and pump depiction $g 214 -- $g 6.1.2 $t OPO efficiency and threshold for collimated Gaussian beams $g 217 -- $g 6.1.3 $t Results for the case of collimated Gaussian beams including phase mismatch $g 220 -- $g 6.1.4 $t SRO with focused Gaussian beams $g 220 -- $g 6.1.5 $t Results of optimization of the focusing parameters in an SRO $g 225 -- $g 7 $t Numerical Beam Propagation Methods $g 229 -- $g 7.1 $t Introduction $g 229
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