METHOD FOR CONSTRUCTING SWITCHED CONTROL NETWORKS WITH QUASI-COMPLETE DIGRAPH TOPOLOGY Russian patent published in 2024 - IPC G06F15/163 

Abstract RU 2815332 C1

FIELD: switched control networks.

SUBSTANCE: invention relates to a method for constructing a non-blocking switched control network (SCN) with a quasi-complete digraph topology. In the SCN (m, Nm, 2m-1) method, consisting of m active subscribers who have complete connections with each other and with passive subscribers, Nm passive subscribers who have connections only with active subscribers (and the number of all subscribers N=m2), and 2m-1 switches m×m, is reduced from a switched network with a quasi-complete digraph topology consisting of N=m2 subscribers, N switches m×m and N pairs of demultiplexers 1×m and multiplexers m×1 as follows (subscribers, switches, demultiplexers and multiplexers are numbered from 1 to N): connections from Nm switches with numbers from m+1 to N to subscribers with numbers from m+1 to N and demultiplexers and multiplexers of the same name to these subscribers are removed, these switches with numbers from m+1 to N are combined in ascending order of numbers of m switches into m-1 group of switches and replace each of these groups with the corresponding equivalent switch m×m. Moreover, in a switched network with a quasi-complete digraph topology, switches and subscribers of the same name, multiplexers and demultiplexers are divided into m equal groups. The groups, as well as subscribers, multiplexers and demultiplexers in them are numbered from 1 to m, where i (1≤i≤m) specifies the group number, l (1≤l≤m) specifies the number of the switch, demultiplexer and multiplexer in the corresponding groups, and r (1≤r≤m) specifies the switch port number and k (1≤k≤m) - port number of the multiplexer or demultiplexer. For all ports of demultiplexers, multiplexers and switches, the k-th output port of the l-th demultiplexer of the i-th group is connected to the l-th input port of the k-th switch of the same i-th group, the r-th output port of the l-th switch of i- the th group is connected to the i-th input port of the l-th multiplexer of the r-th group. The subscriber outputs are connected to the inputs of the demultiplexers of the same name, the multiplexer outputs are connected to the inputs of the subscribers of the same name.

EFFECT: constructing a SCN based on the topology of quasicomplete digraphs with less complexity and increased scalability.

1 cl, 12 dwg

Similar patents RU2815332C1

Title Year Author Number
METHOD OF ORGANIZING A SYSTEM NETWORK IN THE FORM OF A FAIL-SAFE NON-BLOCKING THREE-DIMENSIONAL SPARSE P-ARY HYPERCUBE 2019
  • Podlazov Viktor Sergeevich
  • Sokolov Vladimir Vladimirovich
RU2720553C1
METHOD TO BUILD NON-BLOCKED SELF-ROUTED EXPANDED COMMUTATOR 2009
  • Podlazov Viktor Sergeevich
  • Karavaj Mikhail Fedorovich
  • Sokolov Vladimir Vladimirovich
RU2435295C2
METHOD FOR ORGANIZING OPTIMAL FAULT-TOLERANT MULTIDIMENSIONAL TORI BASED ON LOW-PORT ROUTERS AND DUPLEX CHANNEL SPLITTERS 2020
  • Karavaj Mikhail Fedorovich
  • Podlazov Viktor Sergeevich
  • Sokolov Vladimir Vladimirovich
RU2753147C1
GENERALIZED TWO-STAGE NON-BLOCKING CLOS NETWORK 2014
  • Podlazov Viktor Sergeevich
  • Sokolov Vladimir Vladimirovich
RU2580100C2
NETWORK HAVING EXTENDED GENERALISED HYPERCUBE TOPOLOGY 2013
  • Karavaj Mikhail Fedorovich
  • Podlazov Viktor Sergeevich
  • Sokolov Vladimir Vladimirovich
RU2556458C2
LIGHT GUIDE SYSTEM FOR CABLE TV 0
  • Kirillov Vladimir Ivanovich
  • Serikov Viktor Vladimirovich
  • Tarchenko Aleksej Anatolevich
SU1727211A1
ONE-WAY SWITCHING MATRIX 2009
  • Sotov Leonid Sergeevich
RU2424560C1
DEVICE WHICH SOLVES GRAPH PROBLEMS 1996
  • Ignat'Ev V.M.
  • Afanas'Eva N.Ju.
  • Krjuchkov A.N.
RU2100838C1
MULTICHANNEL OPTICAL ADD/DROP MULTIPLEXER 2012
  • Kostarev Sergej Valer'Evich
  • Lapshin Boris Alekseevich
  • Matvejkin Grigorij Valer'Evich
RU2502194C1
MESSAGE ROUTING NETWORK 1996
  • Artsatbanov A.Ju.
  • Itenberg I.I.
  • Markov A.L.
  • Sekachev B.S.
  • Fomenko G.A.
RU2115162C1

RU 2 815 332 C1

Authors

Podlazov Viktor Sergeevich

Karavaj Mikhail Fedorovich

Sokolov Vladimir Vladimirovich

Dates

2024-03-13Published

2023-02-14Filed