5
| |
Design of Multiorder Diffraction Gratings with a Pregiven Intensity of Diffraction Orders
| |
95
|
| |
5.1 Gradient method with analytical initial approximation for multiorder binary gratings design
| |
95
|
| |
5.2 Iterative calculation of multilevel phase diffraction gratings
| |
104
|
6
| |
Iterative Methods for Calculating Multifocus DOEs
| |
115
|
| |
6.1 Multifocus focusators
| |
116
|
| |
6.2 Multifocus zone plates and nonlinear combined effects diffractive elements
| |
127
|
| |
6.3 Diffractive multifocus lens
| |
136
|
| |
6.4 Computation of two-order DOEs
| |
143
|
7
| |
Calculation of DOEs for Some Special Applications
| |
147
|
| |
7.1 Focusing into a transverse line segment
| |
147
|
| |
7.2 Focusing of Gaussian beam into a square
| |
157
|
| |
7.3 Focusing into a ring
| |
164
|
| |
7.4 Focusing into an axial segment
| |
174
|
|
| |
Conclusion
| |
189
|
Appendix A
| |
Proof of convergence of the adaptive-additive algorithm
| |
191
|
Appendix B
| |
Proof of convergence of the algorithm for computing phase formers of wavefronts
| |
195
|
Appendix C
| |
Proof of convergence of the algorithm for calculating amplitude transparencies for the formation of wavefronts
| |
199
|
Appendix D
| |
Proof of convergence of the algorithm for computing formers of Bessel modes
| |
201
|
Appendix E
| |
Proof of convergence of the algorithm for calculating formers of orthogonal modes
| |
205
|
Appendix F
| |
Iterative design of DOEs modulating the coherent light polarization
| |
209
|
Appendix G
| |
Iterative design of reflection diffraction gratings using the Kirchhoff-Beckmann and Rayleigh approximations
| |
219
|
| |
References
| |
231
|
| |
Index
| |
241
|