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First-pass yield measures the share of units that pass a defined operation without rework. Learn which production rows belong in the denominator, calculate a weighted result across lots, and reconcile first-pass failures with final acceptance.
The first pass yield KPI is the percentage of units that pass a defined operation without rework. Divide first-pass good units by the units entering that operation, and retain each unit's initial result even when a later repair succeeds. The measure shows how much production is right the first time.
First-pass yield = Units passing without rework / Units entering the defined process × 100
For a fully inspected cohort: Entering units = First-pass good units + Units requiring rework + Immediate scrap units
Define the process before calculating the ratio. An inspection after machining measures the machining operation; an inspection after final assembly covers a different boundary. Neither is automatically the yield of the whole factory.
Define rework consistently too. A unit requiring corrective processing to meet its original specification has failed the first pass. Routine steps in the approved production route do not become rework simply because the unit passes through several stations.
First-pass yield is a KPI when it guides a quality or production decision. It should point to a review of defect causes, fixtures, material or work instructions, rather than become a percentage with no action owner. NIST's process improvement guidance describes quality improvement in terms of identifying defect causes and reducing variation.
Use a production and inspection export with one original entering record per physical unit and operation, or a reconciled lot summary covering the same population. For a lot summary, include these fields:
| Field | What belongs in it |
|---|---|
| Lot and product | The production population being compared |
| Line and operation | The process boundary, with routing revision if relevant |
| Entry period | When the unit entered the measured operation |
| Entering units | Unique units entering for the first time |
| First-pass good units | Units meeting the requirement without rework |
| Rework-required units | Units needing corrective work after the first attempt |
| Immediate scrap units | Units scrapped at the initial disposition |
| Inspection status | Complete, pending or otherwise unresolved |
| Defect or disposition reason | The evidence used to assign a follow-up action |
Retain the first result separately from the latest status. The O*NET inspector profile includes recording inspection data and marking acceptance or rejection status. A file containing only today's accepted stock cannot reconstruct which units originally failed.
Use closed cohorts for the simple identity below. If units are awaiting inspection or disposition, show them separately and label the yield provisional. Do not silently call an unresolved unit a pass, a failure or a zero.
An illustrative Indiana component manufacturer compares two lots at the same operation. Every entering unit has its first inspection result. There are no pending dispositions, and each unit belongs to exactly one initial outcome category.
| Lot | Entering units | First-pass good | Rework required | Immediate scrap | First-pass yield |
|---|---|---|---|---|---|
| L1 | 500 | 475 | 20 | 5 | 475 / 500 = 95.000% |
| L2 | 300 | 270 | 24 | 6 | 270 / 300 = 90.000% |
| Total | 800 | 745 | 44 | 11 | 745 / 800 = 93.125% |
Percentages in this example use three decimal places so the reconciliation remains visible. Calculate from unrounded counts and round only the displayed result.
If entering units are in column B, first-pass good units in C, rework in D and scrap in E, the lot yield in F2 is:
=IF(B2=0,"",C2/B2)
Format the result as a percentage and fill down for the other lot. A blank here means there is no entering population to measure; it does not mean poor yield. The combined yield is:
=IF(SUM(B2:B3)=0,"",SUM(C2:C3)/SUM(B2:B3))
Do not average the two percentages. The simple average is (95.000% + 90.000%) / 2 = 92.500%, which gives the smaller lot too much weight. The entering-unit-weighted result is (500 × 95.000% + 300 × 90.000%) / 800 = 93.125%, exactly matching the ratio of totals.
First, reconcile the initial disposition of each lot:
| Control | Calculation | Result |
|---|---|---|
| L1 disposition total | 475 + 20 + 5 | 500 |
| L2 disposition total | 270 + 24 + 6 | 300 |
| Combined disposition total | 745 + 44 + 11 | 800 |
| First-pass failures | 44 + 11 | 55 |
| First-pass failure rate | 55 / 800 | 6.875% |
| Yield plus failure rate | 93.125% + 6.875% | 100.000% |
In the spreadsheet, the count control for each row is:
=B2-SUM(C2:E2)
It must return zero for a complete, mutually exclusive disposition set. A zero does not prove that the source records are unique, so also check repeated unit-operation identifiers or overlapping lot extracts. Reconcile the entering count with the production log independently of the inspection summary.
Then separate the failure burden. Rework required is 44 / 800 = 5.500% of entering units; immediate scrap is 11 / 800 = 1.375%. Their sum is the same 6.875% first-pass failure rate. This split helps production distinguish potentially recoverable work from immediate material loss.
The broader automotive manufacturing KPI example puts that quality result beside recorded downtime and unit spending. Keep those measures distinct: the yield alone does not reveal how long a repair took or what it cost.
Suppose 40 of the 44 rework-required units are recovered and the remaining 4 are scrapped. First-pass good units remain 745; successful repair cannot change the history of the first attempt.
| Final disposition | Units | Check |
|---|---|---|
| Original first-pass good | 745 | From the initial result |
| Recovered rework | 40 | Part of the original 44 rework units |
| Final accepted | 785 | 745 + 40 |
| Final scrap | 15 | 11 immediate + 4 after rework |
| Original entering population | 800 | 785 + 15 |
Final yield is 785 / 800 = 98.125%, while first-pass yield stays 93.125%. That difference reflects recovered units. It does not mean the earlier first-pass report was wrong.
A multi-operation rolled throughput measure raises another question: which units completed the entire route without rework? Do not multiply unrelated monthly percentages and assume the result describes the same population. Route changes, skips and different product mixes require a separate review.
Now consider a separate variation on the initial inspection example. Hold L2's entering units and immediate scrap fixed, but reduce its rework-required units from 24 to 12. Its first-pass good count is the residual: 300 − 12 − 6 = 282. L1 remains unchanged.
| Initial result | Original | Lower L2 rework requirement |
|---|---|---|
| L2 entering units | 300 | 300 |
| L2 rework required | 24 | 12 |
| L2 immediate scrap | 6 | 6 |
| Derived L2 first-pass good | 270 | 282 |
| L2 first-pass yield | 90.000% | 94.000% |
| Combined first-pass good | 745 | 757 |
| Combined first-pass yield | 93.125% | 94.625% |
The changed L2 check is 282 + 12 + 6 = 300. The combined check is 757 + 32 + 11 = 800. The improvement is 12 / 800 × 100 = 1.500 percentage points. This variation represents fewer units needing rework on their first attempt, not a decision to relabel previously repaired units.
For individual reviews, the machine operator KPI guide explains how product mix and equipment availability change the interpretation of shift results.
Upload a production-quality export or Google Sheet with entering units, initial dispositions and rework outcomes. Covirage maps the columns, and its tools compute and check the figures; the external AI model explains the comparisons with every figure traced to its rows. Create a free Covirage account, set up your business and bring a sample of your own data.
See Covirage for industrial manufacturers for the wider production reporting context.
A unit that needs rework is excluded from first-pass good units even if it eventually passes inspection. Count it once in the entering population and retain the initial failure. Its later recovery belongs in final yield and the rework outcome report.
First-pass yield measures acceptance without rework. Final yield includes units recovered after rework and uses the same original entering population when comparing a completed cohort. A strong final yield can therefore conceal substantial repair work and additional inspection.
No. First-pass yield normally covers one defined operation. Rolled throughput yield covers passage through a sequence of operations without rework. Multiplying operation yields requires compatible populations and routing; verify the route and unit history before treating the result as an end-to-end measure.
Set the target using the process requirements, comparable historical results and the cost of its failure modes. Product complexity and inspection scope differ, so an unsupported universal percentage is not useful. Keep the definition stable before judging whether a trend represents improvement.