Seminar Report On Optical Computing Technology
Active In SP
Joined: Sep 2009
07-09-2009, 06:49 AM
With the growth of computing technology the need of high performance computers (HPC) has significantly increased. Optics has been used in computing for a number of years but the main emphasis has been and continues to be to link portions of computers, for communications, or more intrinsically in devices that have some optical application or component (optical pattern recognition etc.)
Optical computing was a hot research area in 1980â„¢s.But the work tapered off due to materials limitations that prevented optochips from getting small enough and cheap enough beyond laboratory curiosities. Now, optical computers are back with advances in self-assembled conducting organic polymers that promise super-tiny of all optical chips.
seminar and presentationproject and implimentationsdownloads/?path=/Seminar-Reports/computer_science-information_technology/seminar and presentation-list1
Use Search at http://topicideas.net/search.php wisely To Get Information About Project Topic and Seminar ideas with report/source code along pdf and ppt presenaion
Active In SP
Joined: Feb 2012
14-02-2012, 04:48 PM
to get information about the topic optical computing full report ,ppt and related topic refer the link bellow
topicideashow-to-optical-computing-seminar and presentation-report
topicideashow-to-optical-computer-full-seminar and presentation-report-download
topicideashow-to-seminar and presentation-report-on-optical-computing-technology
topicideashow-to-optical-computing-seminar and presentation-report?page=2
Joined: Apr 2012
19-06-2012, 12:03 PM
Using light, instead of electric power, for performing computations.
This choice is motivated by several features that light has.
Optical computing technology is, in general, developing in two directions.
1. Electro optical hybrids
2. all functional operations in optical mode.
An optical computer (also called a photonic computer) is a device that uses the PHOTONS
An optical computer, besides being much faster than an electronic one, might also be smaller.
Instead of transistors, such a computer will have TRANSPHASORS
Wavelength Division Multiplexing \
Wavelength division multiplexing is a method of sending many different wavelengths down the same optical fiber.
WDM can transmit up to 32 wavelengths through a single fiber.
Nowadays DWDM (Dense wavelength division multiplexing) is used.
Optical computing is at least 1000 to 100000 times faster than today’s silicon machines.
Optical storage will provide an extremely optimized way to store data, with space requirements far lesser than today’s silicon chips.
No short circuits, light beam can cross each other without interfering with each other’s data.
Less heat is released
Less loss in communication
Research in optical computing has opened up new possibilities in several fields related to high performance computing, high-speed communications. To design algorithms that execute applications faster ,the specific properties of optics must be considered, such as their ability to exploit massive parallelism, and global interconnections. As optoelectronic and smart pixel devices mature, software development will have a major impact in the future and the ground rules for the computing may have to be rewritten.
Joined: Apr 2012
05-10-2012, 03:02 PM
optical computing.pdf (Size: 266.55 KB / Downloads: 12)
We consider optical computers that encode data using images and compute by transforming such
images. We give an overview of a number of such optical computing architectures, including
descriptions of the type of hardware commonly used in optical computing, as well as some
of the computational efficiencies of optical devices. We go on to discuss optical computing
from the point of view of computational complexity theory, with the aim of putting some old,
and some very recent, results in context. Finally, we focus on a particular optical model of
computation called the continuous space machine. We describe some results for this model
including characterisations in terms of well-known complexity classes.
In this survey we consider optical computers that encode data using images and com-
pute by transforming such images. We try to bring together, and thus give context to, a
large range of architectures and algorithms that come under the term optical computing. In Section 2 we begin by stating what we mean by the term optical computing, and we
discuss some common optical computing architectures. Unlike a number of other areas of
nature inspired computing, optical computers have existed (mostly in laboratories) for
many years, and so in Section 3 we describe hardware components that are found in many
optical computing systems. In Section 4 we describe some of the physical principles that
underlie the parallel abilities and efficiencies found in optical computing. These include
high fan-in, high interconnection densities, and low energy consumption.
Brief overview of optical computing architectures
Traditionally, in optical information processing a distinction was made between sig-
nal/image processing through optics and numerical processing through optics, with only
the latter (and often only the digital version of the latter) being called optical comput-
ing [57,48,29,101]. However, it was always difficult to clearly delineate between the two,
since it was largely a question of the interpretation the programmer attached to the
output optical signals. The most important argument for referring to the latter only as
optical computing had to do with the fact that the perceived limits (or at least, ambi-
tions) of the former was simply for special-purpose signal/image processing devices while
the ambitions for the latter was general-purpose computation. Given recent results on
the computational power of optical image processing architectures [63,98,93], it is not
the case that such architectures are limited to special-purpose tasks.
Analog optical numerical computation
An important strand of image-based optical computation involved numerical calcula-
tions: analog computation as well as multi-level discrete computation. Matrix-vector and
matrix-matrixmultiplication systems were proposed and demonstrated [42,57,90,48,4,29,51].
The capability to expand a beam of light and to focus many beams of light to a common
point directly corresponded to high fan-out and fan-in capabilities, respectively. The limi-
tations of encoding a number simply as an intensity value (finite dynamic range and finite
intensity resolution in the modulators and detectors) could be overcome by representing
the numbers in some base. Significant effort went into dealing with carry operations so
that in additions, subtractions, and multiplications each digit could be processed in par-
allel. Algorithms based on convolution to multiply numbers in this representation were
demonstrated , with a single post-processing step to combine the sub-calculations
and deal with the carry operations.
Detectors and Nature’s square law
Optical signals can be regarded as having both an amplitude and phase. However,
detectors will measure only the square of the amplitude of the signal (referred to as its
intensity). This phenomenon is known as Nature’s detector square law and applies to
detectors from photographic film to digital cameras to the human eye. Detectors that
obey this law are referred to as square-law detectors. This law is evident in many physical
theories of light. In quantum theory, the measurement of a complex probability function
is formalised as a project and implimentationion onto the set of real numbers through a squaring operation.
Square-law detectors need to be augmented with a interferometric or holographic ar-
rangement to measure both amplitude and phase rather than intensity , or need to
be used for multiple captures in different domains to heuristically infer the phase.
Efficiencies in optical computing
Optical computing is an inherently multidisciplinary subject whose study routinely
involves a spectrum of expertise that threads optical physics, materials science, optical
engineering, electrical engineering, computer architecture, computer programming, and
computer theory. Applying ideas from theoretical computer science, such as analysis of
algorithms and computational complexity, enables us to place optical computing in a
framework where we can try to answer a number of important questions. For example,
which problems are optical computers suitable for solving? Also, how does the resource
usage on optical computers compare with more standard (e.g. digital electronic) architec-
tures? The physical principles behind some efficiencies in optical computing are outlined