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Digital Modeling of Asynchronous Integrated Circuits

Digital Modeling of Asynchronous Integrated Circuits

Ulrich Schmid (ORCID: 0000-0001-9831-8583)
  • Grant DOI 10.55776/P32431
  • Funding program Principal Investigator Projects
  • Status ended
  • Start July 1, 2019
  • End December 31, 2024
  • Funding amount € 390,957
  • Project website

Disciplines

Electrical Engineering, Electronics, Information Engineering (70%); Computer Sciences (30%)

Keywords

    Continuous-Time Delay Modeling, Dynamic Timing Analysis, Model Composition, Formal Verification, Digital integrated circuits, Correctness Proofs

Abstract Final report

The project proposal DMAC: Digital Modeling of Asynchronous Integrated Circuits for Fast Dynamic Timing Analysis and Formal Verification is devoted to the development of a purely digital model for asynchronous circuits, which enables accurate and fast dynamic timing analysis and is a mandatory prerequisite for any attempt on practical formal verification of such designs. The envisioned model shall be accurate and realistic (= faithful), in the sense that the behavior of circuits described in the model is exactly, i.e., within the modeling accuracy, the same as the behavior of the corresponding real circuit. In contrast to analog models, which are known to be faithful but suffer from excessive simulation times, we target continuous-time discrete-value models here, which essentially boil down to elaborate delay models for gates and/or interconnecting channels. This proposal emerged from some discoveries obtained in the context of two recent FWF projects, where we happened to realize the importance of the scientific questions to be addressed in DMAC from two very different angles: As a basis for correctness proofs of fault-tolerant digital circuits and as a mandatory prerequisite for practical formal verification of reasonably large asynchronous circuit designs. In our attempts to get a first grip on these scientific questions, we incidentally discovered a new involution channel model that differs from almost all existing ones in that the input-to-output delay depends on the history in the signal traces. Interestingly, it turned out to be the only candidates for a faithful digital circuit model known so far. DMAC is devoted to fully explore this avenue scientifically. The most challenging open questions that shall be answered in this project are how to enlarge the class of circuits where the involution model and variants thereof are indeed faithful, how to compose gates with different electrical properties, how to parameterize and characterize the model for a given technology and given operating conditions, and how to possibly further improve the modeling coverage and accuracy. In addition, we will also incorporate our models into existing timing analysis and verification tools. Besides demonstrating the practical feasibility of our approach, this is a mandatory step for experimentally evaluating the accuracy of our models.

The project DMAC (Digital Modeling of Asynchronous Integrated Circuits for Fast Dynamic Timing Analysis and Formal Verification) was devoted to the development of purely digital models for asynchronous circuits, which enable accurate and fast dynamic timing analysis and are a mandatory prerequisite for any attempt on practical formal verification of such designs. The models were supposed to be accurate and realistic (= faithful), in the sense that the behavior of circuits described in the model is exactly, i.e., within the modeling accuracy, the same as the behavior of the corresponding real circuit. In contrast to analog models, which are known to be faithful but suffer from excessive simulation times, we targeted continuous-time discrete-value models here, which essentially boil down to elaborate delay models for gates and/or interconnecting channels. These project goals were reached via the development of our Involution Delay Model and our Hybrid Thresholded Delay Models for multi-input gates, which were even implemented in a prototype tool for fast dynamic timing analysis of digital integrated circuits.

Research institution(s)
  • Technische Universität Wien - 100%
Project participants
  • Laura Nenzi, Technische Universität Wien , national collaboration partner
International project participants
  • Matthias Függer, Université Paris-Saclay - France
  • Thomas Nowak, Université Paris-Saclay - France
  • Sayan Mitra, University of Illinois at Urbana-Champaign - USA

Research Output

  • 37 Citations
  • 28 Publications
  • 1 Methods & Materials
  • 2 Datasets & models
Publications
  • 2024
    Title A Logic forRepair andState Recovery inByzantine Fault-Tolerant Multi-agent Systems; In: Automated Reasoning - 12th International Joint Conference, IJCAR 2024, Nancy, France, July 3-6, 2024, Proceedings, Part II
    DOI 10.1007/978-3-031-63501-4_7
    Type Book Chapter
    Publisher Springer Nature Switzerland
  • 2024
    Title Waveform prediction of digital circuits by sigmoidal approximation
    Type Other
    Author Salzmann J
    Link Publication
  • 2024
    Title Modeling of Digital Delays in Multi-Input Gates and Applications
    Type Other
    Author Arman Ferdowsi
  • 2025
    Title Faithful dynamic timing analysis of digital circuits using continuous thresholded mode-switched ODEs
    DOI 10.1016/j.nahs.2024.101572
    Type Journal Article
    Author Ferdowsi A
    Journal Nonlinear Analysis: Hybrid Systems
  • 2024
    Title Modeling of Digital Delays in Multi-Input Gates and Applications
    Type PhD Thesis
    Author Arman Ferdowsi
  • 2022
    Title Proper Abstractions for Digital Electronic Circuits: A Physically Guided Approach
    Type Other
    Author Maier J
    Link Publication
  • 2021
    Title A Composable Glitch-Aware Delay Model
    DOI 10.1145/3453688.3461519
    Type Conference Proceeding Abstract
    Author Maier J
    Pages 147-154
    Link Publication
  • 2021
    Title Gain and Pain of a Reliable Delay Model
    DOI 10.1109/dsd53832.2021.00046
    Type Conference Proceeding Abstract
    Author Maier J
    Pages 246-250
    Link Publication
  • 2021
    Title The Involution Tool for Accurate Digital Timing and Power Analysis
    DOI 10.1016/j.vlsi.2020.09.007
    Type Journal Article
    Author Öhlinger D
    Journal Integration
    Pages 87-98
    Link Publication
  • 2021
    Title A Composable Glitch-Aware Delay Model
    DOI 10.48550/arxiv.2104.10966
    Type Preprint
    Author Maier J
  • 2019
    Title The Involution Tool for Accurate Digital Timingand Power Analysis
    DOI 10.1109/patmos.2019.8862165
    Type Conference Proceeding Abstract
    Author Öhlinger D
    Pages 1-8
    Link Publication
  • 2023
    Title A Digital Delay Model Supporting Large Adversarial Delay Variations
    DOI 10.1109/ddecs57882.2023.10139680
    Type Conference Proceeding Abstract
    Author Schmid U
    Pages 111-117
  • 2023
    Title Accurate Hybrid Delay Models for Dynamic Timing Analysis
    DOI 10.1109/iccad57390.2023.10323646
    Type Conference Proceeding Abstract
    Author Ferdowsi A
    Pages 1-9
  • 2023
    Title Continuity of Thresholded Mode-Switched ODEs and Digital Circuit Delay Models
    DOI 10.1145/3575870.3587125
    Type Conference Proceeding Abstract
    Author Ferdowsi A
    Pages 1-11
  • 2022
    Title A Simple Hybrid Model for Accurate Delay Modeling of a Multi-Input Gate
    DOI 10.23919/date54114.2022.9774547
    Type Conference Proceeding Abstract
    Author Ferdowsi A
    Pages 1461-1466
    Link Publication
  • 2022
    Title On Specifications and Proofs of Timed Circuits
    DOI 10.48550/arxiv.2208.08147
    Type Preprint
    Author Fuegger M
  • 2023
    Title A Hybrid Delay Model for Interconnected Multi-Input Gates
    DOI 10.1109/dsd60849.2023.00060
    Type Conference Proceeding Abstract
    Author Ferdowsi A
    Pages 381-390
  • 2021
    Title Simulation-Based Approaches for Comprehensive Schmitt-Trigger Analyses
    DOI 10.1109/tcsi.2021.3130349
    Type Journal Article
    Author Maier J
    Journal IEEE Transactions on Circuits and Systems I: Regular Papers
    Pages 1013-1026
    Link Publication
  • 2021
    Title Gain and Pain of a Reliable Delay Model
    DOI 10.48550/arxiv.2107.06814
    Type Preprint
    Author Maier J
  • 2021
    Title Gain and Pain of a Reliable Delay Model
    DOI 10.36227/techrxiv.14872116
    Type Preprint
    Author Maier J
    Link Publication
  • 2021
    Title Gain and Pain of a Reliable Delay Model
    DOI 10.36227/techrxiv.14872116.v1
    Type Preprint
    Author Maier J
    Link Publication
  • 2021
    Title Gain and Pain of a Reliable Delay Model
    DOI 10.36227/techrxiv.14872116.v2
    Type Preprint
    Author Maier J
    Link Publication
  • 2021
    Title A Simple Hybrid Model for Accurate Delay Modeling of a Multi-Input Gate
    DOI 10.48550/arxiv.2111.11182
    Type Preprint
    Author Ferdowsi A
  • 2022
    Title eta-CIDM: A faithful and composable delay model with adversarial noise
    DOI 10.34726/hss.2022.87144
    Type Other
    Author Öhlinger D
    Link Publication
  • 2022
    Title On Specifications andProofs ofTimed Circuits; In: Principles of Systems Design - Essays Dedicated to Thomas A. Henzinger on the Occasion of His 60th Birthday
    DOI 10.1007/978-3-031-22337-2_6
    Type Book Chapter
    Publisher Springer Nature Switzerland
  • 2022
    Title Proper Abstractions for Digital Electronic Circuits: A Physically Guided Approach
    Type PhD Thesis
    Author Jürgen Maier
    Link Publication
  • 2019
    Title A Faithful Binary Circuit Model
    DOI 10.1109/tcad.2019.2937748
    Type Journal Article
    Author Függer M
    Journal IEEE Transactions on Computer-Aided Design of Integrated Circuits and Systems
    Pages 2784-2797
    Link Publication
  • 2019
    Title Transistor-Level Analysis of Dynamic Delay Models
    DOI 10.1109/async.2019.00019
    Type Conference Proceeding Abstract
    Author Maier J
    Pages 76-85
    Link Publication
Methods & Materials
  • 2021 Link
    Title Involution Tool
    DOI 10.1016/j.vlsi.2020.09.007
    Type Improvements to research infrastructure
    Public Access
    Link Link
Datasets & models
  • 2023 Link
    Title Thresholded Hybrid Delay Models
    DOI 10.1016/j.nahs.2024.101572
    Type Computer model/algorithm
    Public Access
    Link Link
  • 2020 Link
    Title Involution Delay Model
    DOI 10.1109/tcad.2019.2937748
    Type Computer model/algorithm
    Public Access
    Link Link

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