Optical Routing in Meshes Using the Duplication Model
β Scribed by Yosi Ben-Asher
- Publisher
- Elsevier Science
- Year
- 1997
- Tongue
- English
- Weight
- 219 KB
- Volume
- 41
- Category
- Article
- ISSN
- 0743-7315
No coin nor oath required. For personal study only.
β¦ Synopsis
A novel theoretical model for free-space optical communication is presented. The model (called the "duplication mesh" (DM)) uses a fixed set of light duplication schemes so that n processors can communicate in parallel. In order to transmit a message, a processor directs a light beam to one of the duplication schemes. The message is duplicated to a subset of destinations, and is received by any destination in the subset that did not detect a collision with other messages. The goal is to design a DM such that the number of duplication schemes is significantly smaller than the number of destinations. In this way the DM model corrects the unrealistic assumption of common optical models, that a processor can direct a light beam to any possible destination. The resulting optical architecture is a simple construction of holograms that duplicate light in fixed patterns and a set of laser diodes allowing each process or to select the desired hologram. Given an n 2 n mesh of processors we show that 1-1 routing of any n messages can be realized in O(log log n) steps using O(n log n log log n) duplication schemes or holograms
π SIMILAR VOLUMES
The development of numerical models to describe physical problems with irregular boundaries frequently involves the use of very fine or variable Cartesian meshes when a more descriptive mesh might be appropriate. This paper describes the application of the transmission line matrix (TLM) technique to
A new numerical method for the interactions among the multisolitons propagating along monomode optical fibers is presented. On the basis of the deri¨ati¨e function belonging to the Sobole¨space (2) ( ) 2 ( ) and under the norm of L I , the base in the Sobole¨space S I is the (2) ( ) one in space L
A strategy for computing aeroelastic solutions is proposed. An implicit LU factorization scheme for solving the time-dependent Euler equations on unstructured triangular meshes is presented and coupled with a typical section aeroelastic wing model. Efficiency is improved by coupling the LU factoriza