Title :
Coaxial cable passive mesh networks
Author_Institution :
Bellcore, Morristown, NJ, USA
fDate :
8/1/1997 12:00:00 AM
Abstract :
This paper presents a new type of fault-tolerant access network: an all-passive coaxial cable mesh network. The passive mesh network could have any topology, with cycles allowed. A technique for calculating the multipath response of the passive mesh network is presented. Both the delay and attenuation of a coaxial cable are represented by a single transform variable. The mesh network is modeled as a linear system with a state space that represents signal propagation. The channel responses of the individual sections of cable define the entries of a state-transition matrix. Using this theory, expressions are given for the overall mesh-network channel response. These expressions are manipulated to derive equalizer structures. The equalizers are zero-forcing and use decision feedback. It is shown that signals transmitted on any mesh network can be equalized. An example mesh topology, and equalizers for it, are presented. Signal and interference attenuation, and opposite-phase received carrier cancellation, are also discussed. The passive mesh network could be an inexpensive fault-tolerant architecture for residential access to telephony, cable TV, and future services
Keywords :
cable television; coaxial cables; decision feedback equalisers; electromagnetic interference; electromagnetic wave absorption; multipath channels; state-space methods; subscriber loops; topology; cable TV; channel responses; coaxial cable passive mesh networks; decision feedback equalizer; delay; equalizer structure; fault tolerant access network; interference attenuation; linear system; multipath response; network topology; opposite-phase received carrier cancellation; passive mesh network; residential access; signal attenuation; signal propagation; state space; state-transition matrix; telephony; transform variable; zero-forcing equalizer; Attenuation; Cable TV; Coaxial cables; Delay; Equalizers; Fault tolerance; Linear systems; Mesh networks; Network topology; State-space methods;
Journal_Title :
Communications, IEEE Transactions on