Название | Photorefractive Materials for Dynamic Optical Recording |
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Автор произведения | Jaime Frejlich |
Жанр | Отраслевые издания |
Серия | |
Издательство | Отраслевые издания |
Год выпуска | 0 |
isbn | 9781119563761 |
5 Chapter 5Figure 5.1 Input and output light polarization.Figure 5.2 Input and output polarization referred to actual principal axes coo...Figure 5.3 General illustration of the polarization direction of the transmitt...Figure 5.4 Transmitted and diffracted beams orthogonally polarized at the outp...Figure 5.5 Transmitted and diffracted beams parallel‐polarized at the output t...
6 Chapter 6Figure 6.1 Scanning electronic microscopy image of a 1D hollow sleeve structur...Figure 6.2 Scanning electronic microscopy image of a 2D‐array holographically ...Figure 6.3 Scanning electronic microscopy image of a blazed grating made by th...Figure 6.4 Block‐diagram of a self‐stabilized setup: D photodetector, LA‐...Figure 6.5 Schematic description of the actual self‐stabilized holographic rec...Figure 6.6 Schematic description of the effect of noise on the two‐wave mixing...Figure 6.7 Block‐diagram of fringe‐locked running hologram setup: same as for ...Figure 6.8 Schematic actual setup for self‐stabilized running hologram recordi...Figure 6.9 Fringe‐locked running hologram speed: Kv (rad/s) versus feedback am...Figure 6.10 Schema of the self‐stabilized setup in Fig. 6.8 modified to operat...Figure 6.11 Transverse optical configuration for holographic recording on BTO:...Figure 6.12 Self‐stabilized recording in a
crystal: The upper figure shows t...Figure 6.13 Second harmonic evolution during holographic recording in a nomina...Figure 6.14 Experimental setup: BS beamsplitter, C: :Fe crystal, M mirror, PZ...Figure 6.15 Computed as a function of 2 from Eq. 6.53 for nonstabilized rec...Figure 6.16 Computed as a function of 2 and , for .Figure 6.17 Computed as a function of 2 and , for . The plane superimpo...Figure 6.18 Computed (in arbitrary units), with (that is, , ) as a functi...Figure 6.19 Computed evolution of ( ), ( ) in arbitrary units and ( ) as...Figure 6.20 Computed evolution of ( ), ( ) in arbitrary units, and (