Low Power Verification · All levels
Power Bug Triage: Theory Deep Dive
Theory Deep Dive for Power Bug Triage.
Foundational theory
Power Bug Triage is core to LPV Debug & Signoff. Treat each power behavior change as a correctness and signoff risk decision.
Core concepts explained
Low-power bug triage must start from first power-intent divergence, not the final scoreboard mismatch, because symptoms can appear thousands of cycles after the causative transition. Practical triage stacks evidence in layers: power controller command and acknowledge timeline, domain/supply state traces, isolation and retention control behavior, then protocol and functional fallout. Classifying defects early into sequencing, intent-binding, structural insertion, or software orchestration issues avoids expensive cross-team ping-pong and speeds owner routing. Strong teams maintain reproducible minimal tests for each bug class and track escape patterns such as intermittent wake-up corruption, stale retained state, or cross-domain deadlock that only occurs under concurrent traffic and power events.
Primary metric: illegal transition count, corruption incidence, and reproducibility of low-power regressions across fixed seeds
Primary artifact: LPV evidence packet: transition timeline, assertion outcomes, and before-after replay summary
Owners: LPV owner, PMU or firmware owner, verification signoff owner
Power intent and RTL behavior must stay aligned through transitions
Proof quality beats broad waive strategies in low-power closure
Why this matters in low-power signoff
LPV debug and signoff require disciplined triage: classify X behavior, isolate root cause, and close with reproducible evidence. Teams that enforce this reduce false alarms and real escapes.
Mental model
ROOT CAUSE TREE
Observed mismatch in low-power test
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Reproducible?
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no yes
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test instability classify failing phase
/ | \
entry off-state exit
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sequence iso/ret restore/deiso
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instrument + bisect + confirmWorked intuition
Classify symptom first: illegal transition, corruption, isolation break, retention drift, or X-prop ambiguity.
Pinpoint first phase boundary where expected low-power behavior diverges.
Quantify movement in illegal transition count, corruption incidence, and reproducibility of low-power regressions across fixed seeds before broad refactors.
Collect LPV evidence packet: transition timeline, assertion outcomes, and before-after replay summary with fixed run metadata and mode sequencing.
Apply one bounded fix and replay both targeted and broader scenarios.
Publish owner-signed closure note with rollback trigger.
Common misconceptions
Passing nominal ON/OFF smoke proves transition correctness.
UPF compile clean means all intent semantics are correct.
All X-prop failures indicate real product escapes.
Retention behavior can be trusted without multi-cycle restore stress.
Low-power verification deep dive
Signoff confidence comes from triage discipline, reproducible proof, and explicit residual-risk decisions.
Concept diagram
LPV SIGNOFF LADDER
reproduce -> classify -> isolate boundary -> bounded fix -> replay -> signoff decisionMetric graph
SIGNOFF CONFIDENCE
open ambiguous failures ██████
reproducible closures ███████
residual-risk unknowns ███Metrics and artifacts to collect
X-prop triage classification report
bug root-cause closure packet
regression stability and recurrence trend
signoff checklist completion matrix
Mini case study
A signoff block cleared after the team replaced broad waivers with boundary-specific evidence and replay criteria.
Debug branches
Classify X behavior before broad waiving.
Capture one definitive artifact packet per closure claim.
Define residual risk and rollback path at signoff.
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.
Theory reinforcement
Theory matters when it predicts concrete failure signatures and closure boundaries.
Translate LPV semantics into reproducible verification outcomes.