3 research outputs found

    Computing worst-case contention delays for networks on chip

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    Computing performance needs in domains such as automotive, avionics, railway, and space are on the rise. This is fueled by the trend towards implementing an increasing number of product functionalities in software that ends up managing huge amounts of data and implementing complex artificial-intelligence functionalities [1], [2]. Manycores are able to satisfy, in a cost-efficient manner, the computing needs of embedded real-time industry [3], [4]. In this line, building as much as possible on manycore solutions deployed in the high-performance (mainstream) market [5], [6], contributes to further reduce costs and increase availability. However, commercial off the shelf (COTS) manycores bring several challenges for their adoption in the critical embedded market. One of those is deriving timing bounds to tasks’ execution times as part of the overall timing validation and verification processes [7]. In particular, the network-on-chip (NoC) has been shown to be the main resource in which contention arises, and hence hampers deriving tight bounds to the timing of tasks [8]

    Real-Time Application Mapping for Many-Cores Using a Limited Migrative Model

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    Many-core platforms are an emerging technology in the real-time embedded domain. These devices offer various options for power savings, cost reductions and contribute to the overall system flexibility, however, issues such as unpredictability, scalability and analysis pessimism are serious challenges to their integration into the aforementioned area. The focus of this work is on many-core platforms using a limited migrative model (LMM). LMM is an approach based on the fundamental concepts of the multi-kernel paradigm, which is a promising step towards scalable and predictable many-cores. In this work, we formulate the problem of real-time application mapping on a many-core platform using LMM, and propose a three-stage method to solve it. An extended version of the existing analysis is used to assure that derived mappings (i) guarantee the fulfilment of timing constraints posed on worst-case communication delays of individual applications, and (ii) provide an environment to perform load balancing for e.g. energy/thermal management, fault tolerance and/or performance reasons
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