PM Interval Optimizer - Find the Cheapest Maintenance Frequency
Use Weibull Reliability Analysis and Cost-Risk Modeling to Set Optimal PM Intervals
Free source-aware preventive maintenance interval review screen for reliability engineers, maintenance planners, and plant managers. Enter a source-backed MTBF, Weibull beta, planned PM cost, unplanned failure cost, and current interval to screen a local age-replacement cost curve. The output is a review prompt with NIST, NASA RCM, ISO 14224, FMCSA, TMC, OEM, CMMS, and qualified-review gaps. It does not fit a Weibull distribution, validate failure history, set a legal inspection interval, or approve a maintenance schedule.
Review spare-parts assumptions before changing PM cadence
Spare Parts Reorder Calculator →Screen bearing life assumptions separately
Bearing Life Calculator →Review lubrication interval assumptions alongside PM
Lube Interval Calculator →Read the PM interval source-gap guide
PM Interval Review Guide →How It Works
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Enter Source-Backed Inputs
Enter MTBF, beta, planned PM cost, failure cost, and current interval from records or engineering assumptions that can be traced to a failure mode and asset population. The screen does not calculate beta from raw records.
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Check Cost Basis
Use the same accounting boundary for planned PM and unplanned failure cost. Decide whether labor, parts, downtime, collateral damage, production impact, and vendor support are included before comparing outputs.
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Review the Local Cost Curve
The screen applies a two-parameter Weibull age-replacement formula to the entered values and displays cost and reliability prompts at sampled intervals. The local minimum is a review point, not a schedule instruction.
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Resolve Source Gaps
Check CMMS data quality, censored records, failure-mode separation, OEM manuals, condition-monitoring trends, criticality, safe-work requirements, and regulatory or fleet maintenance obligations.
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Document Qualified Review
If an interval change remains plausible, route it through reliability engineering, operations, safety, maintenance planning, and change-management controls before work orders are changed.
Built For
- Reliability engineers documenting questions before a formal Weibull or RCM review
- Maintenance planners comparing source-backed PM and failure cost assumptions
- CMMS administrators flagging intervals that need data-quality review before edits
- Plant managers checking whether a proposed change needs OEM, safety, or regulatory input
- Condition monitoring teams comparing age-based prompts with vibration, oil, thermal, or inspection trends
- Fleet maintenance teams separating local cost screens from FMCSA, TMC, OEM, and inspection requirements
- Engineering students learning the limits of age-replacement model prompts
Features & Capabilities
Entered-Parameter Weibull Screen
Uses the entered MTBF and beta to compute a local eta value and age-replacement cost prompts. It does not perform maximum-likelihood fitting, censoring analysis, or confidence intervals.
Local Cost-Minimum Prompt
Sweeps the age-replacement cost formula to identify the lowest local cost point for the entered values. The result is labeled as a review prompt rather than a PM work-order interval.
Cost Curve and Reliability Prompts
Shows sampled cost, reliability, and failure probability points across percentages of MTBF so the shape of the assumption set is visible.
Source Warnings
Calls out CMMS, failure-mode, censored-record, OEM, safety, regulatory, fleet, and qualified-review gaps before users treat outputs as decisions.
Weak Age-Trend Warning
Flags beta values near or below 1 where time-based replacement may be ineffective or harmful without RCM and condition-monitoring review.
Report Export Boundary
PDF and CSV exports carry the same source warnings and residual gaps as the screen. They are documentation prompts, not approval records.
Assumptions
- Entered MTBF and beta already apply to one failure mode, one asset population, and one operating context.
- Failure mode is single and consistent - mixed failure modes are not separated automatically.
- PM cost and corrective repair cost are constant and known - no escalation or accounting reconciliation is modeled.
- Age replacement model assumes PM fully restores the component to as-good-as-new condition (perfect renewal).
- Regulatory, safety, OEM, warranty, fleet, owner, and qualified-review requirements are resolved outside the app.
Limitations
- Does not fit Weibull parameters, process censored records, compute confidence intervals, or test goodness-of-fit.
- Does not support three-parameter Weibull, competing risks, block replacement, group maintenance, or repairable-system models.
- Does not account for condition-based maintenance triggers, inspections, alarms, or predictive-maintenance limits.
- Assumes stationary operating conditions - changes in load, speed, temperature, environment, installation quality, or maintenance practice invalidate the input assumptions.
- Does not determine work-order cadence, legal inspection interval, fleet compliance, warranty compliance, or safety-critical maintenance approval.
References
- NIST/SEMATECH Engineering Statistics Handbook Chapter 8 - reliability, survival, failure-rate, and lifetime-distribution context.
- NASA Reliability-Centered Maintenance Guide - maintenance periodicity, age-reliability, and RCM review context.
- ISO 14224:2016 source page - reliability and maintenance data collection and quality context.
- FMCSA 49 CFR 396.3 guidance - systematic inspection, repair, and maintenance context for motor carriers.
- ATA TMC Recommended Practices Manual source page - fleet maintenance practice source pointer.
Frequently Asked Questions
Learn More
Reviewing PM Intervals With Weibull and Source Gaps
How to use Weibull reliability analysis and cost modeling to find the PM interval that minimizes total maintenance cost. Covers data collection, parameter interpretation, and when PM is counterproductive.
MRO Spare Parts Inventory: Reorder Points, Safety Stock, and Storeroom Strategy
How to calculate reorder points and safety stock for maintenance spare parts, handle slow-moving items with Poisson distribution, and build a storeroom strategy that balances cost against stockout risk.
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