Low Power Verification · All levels

How LPV Differs from Functional Verification: Worked Example

Worked Example for How LPV Differs from Functional Verification.

Worked example

Worked Example for How LPV Differs from Functional Verification is anchored on illegal transition rate, corruption incidence, and deterministic replay quality under low-power scenarios. Convert observations into mechanism-backed and owner-bound actions.

A regression appears in illegal transition rate, corruption incidence, and deterministic replay quality under low-power scenarios. Strong closure isolates first failing boundary, proves mechanism, applies one reversible fix, and validates blast radius before release.

Execution lens

diagram
LOW-POWER VERIFICATION FLOW - How LPV Differs from Functional Verification

power intent and mode definitions
      |
      v
domain controls and transition sequencing
      |
      v
simulation behavior (isolation, retention, corruption)
      |
      v
assertions and coverage evidence
      |
      v
triage, bounded fix, and signoff closure

Decision matrix

diagram
EVIDENCE MATRIX - How LPV Differs from Functional Verification

+-----------------------------+--------------------------------+--------------------------------+---------------------------+
| Evidence                    | Tells you                      | Does not prove                 | Next action               |
+-----------------------------+--------------------------------+--------------------------------+---------------------------+
| transition timeline traces  | first failing LP phase         | complete root-cause ownership  | correlate with intent map |
| UPF-aware assertion logs    | contract violations by phase   | silicon product impact         | map to scenario severity  |
| corruption/X classification | actionable vs noisy failures   | legal transition completeness  | replay key mode corners   |
| save/restore snapshots      | state integrity movement       | isolation correctness          | pair with crossing checks |
| before-after regressions    | mitigation movement quality    | long-tail stability            | run full matrix           |
+-----------------------------+--------------------------------+--------------------------------+---------------------------+

Low-power verification deep dive

LPV foundations are strongest when power intent, simulation semantics, and ownership boundaries are explicit from day one.

Concept diagram

diagram
LPV FOUNDATION LOOP

intent definition -> setup and modeling -> scenario execution -> evidence-based closure
       ^                                                              |
       +------------------------ owner feedback ----------------------+

Metric graph

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FOUNDATION HEALTH

setup escapes             █████
intent mismatch defects   ██████
stable regressions        █████████

Metrics and artifacts to collect

  • intent-to-RTL alignment checklist

  • power-mode onboarding packet

  • ownership map for controls and checks

  • first-failure boundary report

Mini case study

A project reduced LPV bring-up churn after requiring explicit domain-control ownership and transition evidence in every review.

Debug branches

  • Prove setup correctness before chasing downstream symptoms.

  • Record domain ownership for each control and checker.

  • Distinguish intent mismatch from RTL implementation bugs.

Senior review question

Ask: what exact low-power transition boundary failed first, and which artifact proves the closure claim reproducibly?

Key takeaways

  • Tie each LPV claim to a concrete transition boundary and one proving artifact.

  • Prefer minimal reversible fixes with explicit owner and rollback criteria.

Common pitfalls

  • Treating power-aware failures as random before boundary classification.

  • Waiving X-prop failures before proving impact and root cause.

  • Declaring closure without deterministic replay across key modes.

Worked-example reasoning

Start by proving phase and boundary assumptions before tuning checks.

Use one reversible change per hypothesis to preserve causality.