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Self-healing is a promising approach for designing reliable digital systems. It refers to the ability of a system to detect faults and automatically fixing them to avoid total failure. With the development of digital systems, heterogeneous systems, in which some parts of the system are executed on the programmable logic, and some other parts run on the processing elements (CPU), are becoming more prevalent. In this work, we propose an adjustable self-healing method that is applicable to heterogeneous systems with accelerated functions and enables the designers to add the self-healing feature to the design. In this method, by manipulating the software codes that are being executed on the processing element, we add the ability to verify the accelerated functions on the programmable logic and heal the possible failures to the system. This is done not only in a straightforward manner but also without being forced to choose a specific reliability-overhead point. The designer will have the option to select the optimum configuration for a desired reliability level. Experimental results on a large design including several accelerated functions are provided and show 42% improvement of reliability by having 27% overhead, as an example of the reliability-overhead point.

We have proposed (σ, ρ)-based flow regulation to reduce delay and backlog bounds in SoC architectures, where σ bounds the traffic burstiness and ρ the traffic rate. The regulation is conducted per-flow for its peak rate and traffic burstiness. In this paper, we optimize these regulation parameters in networks on chips where many flows may have conflicting regulation requirements. We formulate an optimization problem for minimizing total buffers under performance constraints. We solve the problem with the interior point method. Our case study results exhibit 48% reduction of total buffers and 16% reduction of total latency for the proposed problem. The optimization solution has low run-time complexity, enabling quick exploration of large design space., QC 20120425