Optimal power/performance pipelining for error resilient processors

microarchitecture;error recovery;error resiliency;computer architecture;low power design;fault tolerance;pipelining;analytical model

Zea, Nicolas ; Kumar ; Rakesh

关键词: microarchitecture;    error recovery;    error resiliency;    computer architecture;    low power design;    fault tolerance;    pipelining;    analytical model;   

Others  :  https://www.ideals.illinois.edu/bitstream/handle/2142/16791/zea_nicolas.pdf?sequence=2&isAllowed=y

美国|英语

来源: The Illinois Digital Environment for Access to Learning and Scholarship

【 摘 要 】

Timing speculation has been proposed as a technique for maximizing energy efficiency of processors with minimal loss in performance. A typical implementation of timing speculation involves relaxing the timing constraints of a processor to a point where errors are possible but rare, and employing an error recovery mechanism to ensure correct functionality. This allows significant energy efficiency gains with a small recovery overhead.Previous work on timing speculation has either explored the benefits of customizing the design methodology for a particular error resilience mechanism or attempted to understand the benefits from error resilience for a particular resiliency mechanism. There is no work, to the best of our knowledge, that attempts to understand the benefits of co-optimizing microarchitecture and error resilience.In this thesis, we present the first study on co-optimizing a processor pipeline and an error resilience mechanism. We develop an analytical model that relates the benefits from error resiliency to the depth of the pipeline as well as its circuit structure. The model is then used to determine the optimal pipeline depth for different energy efficiency metrics for different error resilience overheads.Our results demonstrate that several interesting relationships exist between error resilience and pipeline structure. For example, we show that there are significant energy efficiency benefits to pipelining an architecture for an error resiliency mechanism versus error resiliency-agnostic pipelining. As another example, we show that benefits from error resiliency are greater for short pipelines than long pipelines. We also confirm that the benefits from error resiliency are higher when the circuit structure is such that the error rate increases slowly on reducing input voltage versus a circuit optimized for power where a slack wall exists at the nominal operating point. We quantify the difference in benefits from error resiliency for irregular versus regular workloads and show that benefits from error resiliency are higher for irregular workloads. Finally, we discuss the relationship between frequency and voltage-based timing speculation schemes, and draw conclusions about when is best to employ each. Our analytical results were validated using a cycle-accurate simulation-based model.