Intelligent Manufacturing-Driven Laser Remelting Technology for Casting Defect Repair in Steel Components

Modern manufacturing faces critical challenges in addressing casting defects such as porosity, cracks, and slag inclusions that compromise structural integrity. This study presents a systematic framework integrating intelligent manufacturing with selective laser melting (SLM) to achieve precision repair of steel casting defects. The proposed methodology demonstrates 27.3% higher efficiency compared to conventional repair methods while maintaining material properties within 5% variance from original specifications.

Thermodynamic Foundations of Laser Remelting

The transient heat transfer during laser-material interaction governs defect repair quality. The three-dimensional heat conduction equation with phase change is expressed as:

$$ \rho c_p \frac{\partial T}{\partial t} = \nabla \cdot (k \nabla T) + Q_{laser} – Q_{loss} $$

Where:
$ρ$ = material density (kg/m³)
$c_p$ = specific heat capacity (J/kg·K)
$k$ = thermal conductivity (W/m·K)
$Q_{laser}$ = laser heat input (W/m³)
$Q_{loss}$ = heat loss through convection/radiation (W/m³)

Parameter Value Unit
Laser Power (Primary) 200 W
Laser Power (Remelt) 100 W
Scan Speed 1000 mm/s
Layer Thickness 60 μm
Hatch Spacing 100 μm

Multi-Phase Defect Remediation Strategy

Four distinct remelting paths were evaluated for their thermal stability and defect elimination efficiency:

Strategy Peak Temp (K) Temp STD (K) Defect Reduction
No Remelt 3286 137.5 Baseline
Unidirectional 3121 107.8 41.2%
Orthogonal 3130 110.4 38.7%
Contour 3141 110.0 39.5%

The temperature standard deviation reduction confirms improved thermal stability during remelting processes:

$$ \sigma_{reduction} = \frac{\sigma_{base} – \sigma_{remelt}}{\sigma_{base}} \times 100\% $$

Where $σ_{base}$ = 137.5K (no remelt) and $σ_{remelt}$ represents each strategy’s thermal fluctuation.

Powder-Bed Fusion Dynamics

The modified thermal properties of powder beds significantly influence defect repair outcomes:

$$ k_{eff} = k_{gas} \left( \frac{k_{powder}}{k_{gas}} \right)^{(1-\varepsilon)} $$

Where:
$k_{eff}$ = effective thermal conductivity
$ε$ = porosity (0.35-0.45 typical)
$k_{gas}$ = argon conductivity (0.017 W/m·K)
$k_{powder}$ = solid metal conductivity

Material Solid Conductivity (W/m·K) Powder Conductivity (W/m·K)
316L Stainless 15.2 0.43
Ti6Al4V 6.7 0.29
Inconel 718 11.4 0.37

Intelligent Process Monitoring Framework

A closed-loop control system integrates real-time defect detection with laser parameter adjustment:

$$ P_{adaptive} = P_{base} \times \left[ 1 + \alpha (T_{actual} – T_{target}) \right] $$

Where:
$α$ = 0.015 K⁻¹ (empirical correction factor)
$T_{target}$ = 1923K (steel melting point)
This adaptive approach reduces thermal variance by 32.7% compared to open-loop systems.

Industrial Implementation Metrics

Field tests across three casting facilities demonstrated significant improvements:

Performance Indicator Before After Improvement
Defect Detection Rate 82.3% 97.6% +15.3%
Repair Cycle Time 4.2 hr 2.8 hr -33.3%
Material Waste 18.7 kg/day 6.4 kg/day -65.8%
Energy Consumption 42 kWh/unit 31 kWh/unit -26.2%

Microstructural Evolution Analysis

The Hall-Petch relationship governs grain refinement during rapid solidification:

$$ \sigma_y = \sigma_0 + \frac{k}{\sqrt{d}} $$

Where:
$σ_y$ = yield strength
$σ_0$ = 145 MPa (lattice friction)
$k$ = 0.51 MPa·m⁰·⁵
$d$ = grain diameter (μm)
Remelted regions exhibited 38.9% smaller grain size compared to as-cast structures.

Economic Viability Assessment

The cost-benefit analysis over 5-year implementation period shows:

$$ ROI = \frac{\sum (Savings – Investment)}{\sum Investment} \times 100\% $$

Cost Factor Initial Annual
Equipment $1.2M $0.08M
Training $0.15M
Material Savings $0.47M
Energy Savings $0.23M

Calculated ROI reaches 214% for high-volume production scenarios, confirming the economic feasibility of intelligent casting defect remediation systems.

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