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An example satellite receiver redundancy network with five antenna port and nine receivers.

An example satellite receiver redundancy network with five antenna port and nine receivers.

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Conference Paper
Full-text available
Communication satellite payload has redundancy networks with multi port switches connecting input units to output units. In case of a probable failure at an output unit, connected input unit must be re-routed to a redundant output unit via changing the positions of switches. This paper proposes a mathematical model to represent the redundancy netwo...

Contexts in source publication

Context 1
... payload redundancy network is composed of input and output units connected through multiport switches. Switches provide redundancy by changing path of the signal from input to output. Inputs and outputs can be different type of units for different section of satellite payload. An example receiver redundancy network of a satellite is shown in fig. 3. Input units are signal received from horizontal and vertical polarization ports of two different antennas (A1 and A2) and third antenna (A3) with vertical polarization only. Output units are receivers amplifying signals coming from different antenna ...
Context 2
... the redundancy network shown in fig. 3, antenna ports A1-H, A1-V, A2-H, A2-V and A3-V are connected to receivers R1, R4, R5, R6 and R7 respectively. Receivers R2, R3, R8, and R9 are redundant in this configuration. There are seven switches in the redundancy ...

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... On the academic side, a bread-first-search was proposed to optimally connect channels but this approach is unsuitable for large payloads [19,6]. In [8], the authors proposed a recursive algorithm to generate all paths connecting inputs to outputs. This algorithm should minimize the interruption of connected channels and explore redundant paths in case of failures. ...
... States are deduced after optimization using exclusively flows and not the other way round. The new set of flow conservation constraints (8) is only composed of 4 constraints (one per port). For an instance of 4 channels to connect, this set would be replicated 4 times (one for each layer). ...
... The same sketch of proof can be applied on the remaining constraints of set (8) leading to the equivalent set (12). One can notice that P eq1 is the projection (see 13) of this new set P eq2 on P 1 = 0, P 2 = 0, P 3 = 0, P 4 = 0, P 5 = 0, P 6 = 0. To obtain P eq2 ⊆ P eq1 , it suffices to have at least P i > 0, i ∈ {1, 2, 3, 4, 6}. ...
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Chapter
The redundancy networks are widely used in the design of communication satellite payloads. Currently, the design of the redundancy switch matrix mainly relies on rebuilding existing matrix based on experience. As the scale of the redundancy network continues to increase, it is difficult for the existing design methods to meet the requirements and ensure the optimal design, which requires both minimum number of switches and compliance of the redundant switching functions. In this paper, the mathematical model of the redundancy network is abstracted based on the graph theory, and the key elements in the model including vertices, edges and connectivity are introduced. A new method of designing the switch matrix is proposed through the Harary graph theorem in conjunction with the method of graphic construction.