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Volume Holography: (a) Plot the maximum diffraction ef ciency of a volume hologram as a function of reconstruction beam angle of incidence assuming that D1=1 p 10 3 and that K 2 k0 : (b) A volume hologram is recorded with l 532 nm light The half-angle between the recording beams in free space is 208 The surface normal of the holographic plate is along the bisector of the recording beams The index of refraction of the recording material is 15 What is the period of grating recorded Plot the maximum diffraction ef ciency at the recording Bragg angle of the hologram as a function of reconstruction wavelength Computer-Generated Holograms A computer-generated hologram (CGH) is formed by lithographically recording a pattern that reconstructs a desired eld when illuminated using a reference wave The CGH is constrained by details of the lithographic process.

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For example CGHs formed by etching glass are phase-only holograms Multilevel phase CGHs are formed using multiple step etch processes Amplitude-only CGHs may be formed using digital printers or semiconductor lithography masks The challenge for any CGH recording technology is how best to encode the target hologram given the physical nature of the recording process This problem considers a particular rudimentary encoding scheme as an example (a) Let the target signal image be the letter E function from Problem 45 Model a CGH on the basis of the following transmittance function ( t(x, y) 1 if arg F {E}ju lxd,v lyd 0 0 otherwise where l is the intended reconstruction wavelength and d ) x is the intended observation range F {E} is the Fourier transform of your letter E function.

As a convolutive mixing model, we consider a multichannel linear time-invariant (LTI) system of the form (see 9 for more detail and learning algorithms):

to 2-4.

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Numerically calculate the Fraunhofer diffraction pattern at range d when this transmittance function is illuminated by a plane wave (b) A more advanced transmittance function may be formed according to the following algorithm: & t(x, y) 1 if arg e0:2pi (x y =l F {E}ju (x=ld),v ( y=ld) 0 0 otherwise (4:102).

If the worksheet name in the reference includes one or more spaces, you must enclose it in single quotation marks. (Excel does that automatically if you use the point-and-click method.) For example, here s a formula that refers to a cell on a sheet named All Depts: =A1* All Depts !A1 n

When you re happy with your newly edited channel, you can load it as a selection again as described earlier, then use the selection as you like. As with the Quick Mask mode, you can select parts of the alpha channel you re working on by using the selection tools, then work on just that part of the channel. You can even go one stage further, and edit that selection in Quick Mask mode simply click the Quick Mask Mode button in the Toolbox as usual. You re now editing the selection mask of a selection that you made on an alpha channel mask, that in turn may well have come from a selection. Confused yet You may want to set different overlay colors for the channel and the Quick Mask, if only for your own sanity. If you re really keen, you could save your new selection as a separate alpha channel, then work on that. That s one to impress your friends with. As if Photoshop s alpha channels weren t powerful enough, you can view, and even edit, multiple channels at the same time. To view more than one channel, make the channels visible using their eye icons in the Channels palette. You ll see the color overlays for each channel appear in the document window, laid on top of each other. Again, you might want to choose different color overlays for each channel, to avoid hurting your brain.

+ w(j),

(F.44)

Consider now the indi vidual phase curves. The term K 0 is not a fun ction of wand does not contribute to the phase of the transfer function. The phase curve for the zero is +tan-10.lw, which is an arctangent curve that extends from 0 for O. lw I to + 90 0 for 0 .1", I and has a phase of +45 0 at the break frequency. The phase c urves for the two poles are - 1an- 1wand - 130 - 1 O.02w. The lerm - tan-Iw is 0 fo r w I , - 90 0 for w I , and -450 at the break frequency w = I rad / s. The phase curve for th e remainin g pole is plotted in a simil ar fashi on. All the indi vidual phase curves are shown in Fig. 12. 13a.

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