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Full anisotropy could be restored with heat, however (which can be local and photoinduced, with appropriate device setup) The feasibility of storing B30 GB of data on a single layer of a removable disk using this gray-level approach has been demonstrated (Hagen and Bieringer, 2001) Even the fastest photoinduced birefringence in azo systems requires milliseconds and is slow compared with most computer timescales However, optical data storage is amenable to gray-level read write (Sabi et al, 2001) and to storing retrieving full 2-D pages of data at a time In principle, azo systems could achieve high data storage and retrieval speeds The full 3-D volume of a material can be used by encoding many layers of 2-D data (pages) one on top of the other (Kawata and Kawata, 2000; Ishikawa et al, 1998) This is accomplished by moving the optical focal plane through the material.

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Normal conversions (Section 712, p 229) are allowed for parameters defined using ordinary types The following function template sum has two parameters:

template <class Type> Type sum(const Type &op1, int op2) { return op1 + op2; }

The first parameter, op1 , has a template parameter type Its actual type cannot be known until the function is used The type of the second parameter, op2 , is known: It's int Because the type of op2 is fixed, normal conversions can be applied to arguments passed to

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By observing the world around us, we do notice that all objects exist in a threedimensional space Yet the eye through which we see and conceive the world is an organ whose functionality is based on an almost two-dimensional surface This implies that there must be a connection between two and three dimensions for us to be able to see The connection is that our understanding of a threedimensional world is based not on its 3D nature per se but on the behavior of 3D projections on the surface of our eye (or the screen) Consider the following example: the object shown in Figures 8-1 and 8-2 can be claimed to be either of a two-dimensional surface or a three-dimensional face of a solid Nevertheless, if we rotate the object, then we can perceive its true nature.

op2 when sum is called:

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An intriguing possibility for high density storage is to use angular multiplexing (Hagen and Bieringer, 2001) By storing multiple superimposed holograms in a single material, the data density is increased dramatically, and the whole 3-D volume of the material is exploited (Ramanujam et al, 2001) Volume-phase holograms in azo systems can have diffraction ef ciencies greater than 90% (Zilker et al, 1998), making data readout robust The hologram is encoded by interfering a reference beam and a writing beam inside the sample volume, at a particular angle The write beam, having passed through a spatial light modulator (SLM), has a pattern corresponding to the data, which is then holographically encoded in the sample The entire page of data is written at once By selecting different angles, new pages of data can be written.

double d C++314; Fourth Edition = Primer, string s1("hiya"), s2("Jos e Lajoie, By Stanley B Lippman, world"); Barbara E ok: sum(1024, d); //Moo instantiates sum(int, int), convertsdtoint sum(14, d); // ok: instantiates sum(double, int), convertsdtoint Publisher: error: s2 Wesley sum(s1, s2); // Addison cannot be converted toint

Professional Pub Date: February 14, 2005 Print ISBN: 0-201-72148-1 Pages: 912 In the first two calls, the type of the second argument dd is not the same as the type of the

double to int Because the type of the second parameter does not depend on a template parameter, the compiler will implicitly convert dd The first call causes the function sum(int, int) to be instantiated; sum(double, int) is instantiated by the second call

But rotating still involves a two-dimensional representation, that is, the projection on the surface of the eye So, the determination of the threedimensional nature of an object is based on the relationships of the shapes on the projection surface In Figures 8-1 and 8-2, you can see that when an object is rotated, it conveys more information about its 3D nature In fact, the more movements we allow it to have, the more understanding one would have of the form and its position in space Unfortunately, we always have to work with projections because both the computer screen and our eyes are flat projection surfaces So, we need to find a technique of displaying the projection of 3D objects in such a way that the viewer will recognize them To accomplish that, we need to first define the objects and then project them.

To readout a page, the azo sample is set at the correct angle and illuminated with the reference beam The resulting diffraction pattern is imaged on a charge-coupled device (CCD) array, which measures the encoded beam pattern (data) The volume of data and transmission rate is clearly large: projections of B1000 GB in a single disk have been made Since the entire hologram image is stored throughout the material, the technique is fairly insensitive to dust, scratches, and pinpoint defects The use of azo-substituted peptide oligomers appears to enable control of the order, hence optimization for holographic applications (Berg et al, 1996) Optical memories would be considerably enhanced by using two-photon processes This allows the addressable volume to be smaller and better de ned, while reducing.

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