Scrap, Rework, and Yield Loss Cost Attribution Models
Scrap, rework, and yield loss cost attribution models are ways engineers figure out exactly how much money is wasted when parts get thrown away, fixed after being made wrong, or when less usable product comes out than expected.
⚠️ Why It Matters
📘 Definition
Scrap, rework, and yield loss cost attribution models are quantitative frameworks that allocate direct and indirect production costs—including labor, materials, equipment depreciation, energy, and overhead—to specific failure modes (e.g., dimensional nonconformance, surface defects, process drift) across unit operations. These models integrate shop-floor data (SCADA, MES, SPC), bill-of-materials (BOM) structures, and activity-based costing (ABC) principles to isolate root-cause financial impact per defect type, enabling targeted continuous improvement investment.
🎨 Concept Diagram
AI-generated illustration for visual understanding
💡 Engineering Insight
Never attribute scrap cost solely to material value—the true cost lies in the *opportunity cost of lost throughput*: a single scrapped turbine blade consumes 14 hours of CNC capacity that could have produced three certified spares. Always model scrap as 'capacity consumed but revenue unrealized'—not just 'material wasted'.
📖 Detailed Explanation
Advanced models go beyond simple averages: they apply *process-specific cost multipliers*—e.g., a reworked printed circuit board incurs not just soldering labor but also additional AOI pass/fail cycles, conformal coating reapplication, and accelerated life-test requalification. These multipliers derive from time-motion studies and are validated against ERP-standard cost roll-ups (e.g., SAP CK11N).
State-of-the-art implementations integrate digital twin feedback: real-time sensor data (vibration, temperature, current draw) from production equipment correlates with downstream scrap events, enabling predictive COPQ forecasting. This shifts attribution from retrospective accounting to prescriptive control—where cost models drive dynamic work-order routing (e.g., divert high-risk lots to dedicated low-COPQ cells) and adaptive maintenance scheduling.
🔄 Engineering Workflow
📋 Decision Guide
| Rock/Field Condition | Recommended Design Action |
|---|---|
| YAT < 94% with >60% scrap from one test station | Initiate Design of Experiments (DOE) on fixture contact resistance and thermal soak profile; recalibrate ATE parametric limits using Gage R&R study |
| Rework Labor Ratio > 9% and scrap rate stable <1.5% | Audit operator training & SOP compliance; deploy real-time SPC dashboards at rework stations; validate poka-yoke effectiveness |
| COPQ Factor > 18% despite 6σ process capability on key dimensions | Conduct value-stream mapping of non-value-added inspection & documentation steps; replace manual verification with automated vision-guided metrology |
📊 Key Properties & Parameters
Scrap Rate
0.2% – 8.5% (semiconductor fab: <0.1%; automotive casting: 3–7%)Percentage of units discarded before shipment due to irreparable nonconformance.
Directly drives raw material cost inflation and waste disposal liability; anchors ABC model’s material-loss coefficient.
Rework Labor Ratio
1.5% – 12.0% (aerospace MRO: 8–12%; consumer electronics assembly: 1.5–4%)Ratio of labor-hours spent correcting defective units to total direct labor-hours on the same operation.
Serves as primary input for overhead absorption rate recalibration and exposes hidden capacity constraints.
Yield-at-Test (YAT)
89% – 99.98% (power electronics: 92–96%; ASIC wafer sort: 97–99.98%)First-pass functional yield measured immediately after final test—excluding retest or burn-in recovery.
Defines baseline for statistical process control limits and triggers FMEA review thresholds per IPC-7912.
Cost-of-Poor-Quality (COPQ) Factor
4.2% – 22.7% (ISO 9001-certified auto suppliers: 4–7%; legacy aerospace OEMs: 15–22%)Dimensionless multiplier representing ratio of total COPQ (scrap + rework + inspection + failure costs) to total manufacturing cost.
Validates ROI for Six Sigma projects and determines minimum acceptable sigma level for critical-to-quality (CTQ) characteristics.
📐 Key Formulas
Weighted Scrap Cost per Unit
SC_u = Σ (Scrap_Units_i × Material_Cost_i × (1 + Burden_%_i/100)) / Total_Produced_UnitsAllocates material-driven scrap cost across mixed-product lines using burden-adjusted material valuation.
| Symbol | Name | Unit | Description |
|---|---|---|---|
| SC_u | Weighted Scrap Cost per Unit | currency/unit | Allocated scrap cost per produced unit, burden-adjusted |
| Scrap_Units_i | Scrap Units for Product i | units | Quantity of scrapped units for product type i |
| Material_Cost_i | Material Cost per Unit for Product i | currency/unit | Direct material cost for one unit of product i |
| Burden_%_i | Burden Percentage for Product i | % | Overhead burden rate applied to material cost for product i |
| Total_Produced_Units | Total Produced Units | units | Sum of all good units produced across all product types |
Rework Labor Intensity Index (RLII)
RLII = (Total_Rework_Hours / Total_Direct_Labor_Hours) × 100Quantifies operational inefficiency due to human-error-corrective activity.
| Symbol | Name | Unit | Description |
|---|---|---|---|
| Total_Rework_Hours | Total Rework Hours | hours | Total labor hours spent on rework activities due to human error |
| Total_Direct_Labor_Hours | Total Direct Labor Hours | hours | Total labor hours directly involved in production activities |
🏭 Engineering Example
GE Aviation — Lafayette, IN (LEAP-1B Fan Blade Line)
Not applicable (metallic component)🏗️ Applications
- High-mix electronics contract manufacturing
- Aerospace structural component production
- Pharmaceutical sterile filling line validation
- Automotive powertrain machining cell optimization
🔧 Calculate This
⚡📋 Real Project Case
Automotive Tier-1 Supplier Line Balancing Optimization
New EV battery module assembly line in Michigan