Towards Analysis of the Radiation Sensitivity of Digital Designs at High Level of Abstraction 2015-01-2549
Design assurance guidance such as DO-254, and commercial off the shelf (COTS) increasing popularity in high critical mission have pushed the validation and verification methodologies to improve by integrating fault tolerance analysis in reliability assessment. A novel methodology for analysing the sensitivity of digital designs to single event upsets (SEU) is proposed. We first characterize basic combinational circuit models using fault injection via mutation technique at low level of abstraction. Error analysis is performed at primary outputs to identify patterns that are collected in a faulty behaviour library. This library is then used at a high level of abstraction to execute a sensitivity analysis on a digital design model. A reliability report is then generated showing the soft error rate (SER) and the benign errors count. We proved our methodology by analysing the radiation sensitivity of a discrete wavelet transform architecture using two different sets of data. The first one obtained by simulation and the second one through a real radiation exposure conducted at the TRIUMF particle accelerator. Results show that the SER obtained with simulation-based data (91.4%) is close to the SER calculated with experimental data (88.2%) making the methodology applicable for low-cost early verification of the radiation sensitivity of a design.
Citation: Léonard, M., Boland, J., Jégo, C., and Thibeault, C., "Towards Analysis of the Radiation Sensitivity of Digital Designs at High Level of Abstraction," SAE Technical Paper 2015-01-2549, 2015, https://doi.org/10.4271/2015-01-2549. Download Citation
Author(s):
Marc-André Léonard, Jean-François Boland, Christophe Jégo, Claude Thibeault
Affiliated:
École de Technologie Supérieure, University Bordeaux, Bordeaux INP
Pages: 6
Event:
SAE 2015 AeroTech Congress & Exhibition
ISSN:
0148-7191
e-ISSN:
2688-3627
Related Topics:
Radiation
Simulation and modeling
Particulate matter (PM)
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