Optimization of Engine Main Bearing Cover Casting Process Based on Orthogonal Test

Engine main bearing covers are critical automotive components operating under complex loads, demanding defect-free castings with stringent mechanical properties. Traditional trial-and-error methods prolong development cycles and increase costs. This study integrates numerical simulation with orthogonal testing to optimize the casting process for a 5-unit joint bearing cover made of QT500-7 ductile iron, achieving zero internal defects validated through industrial production.

The casting geometry (148 mm × 114 mm × 68 mm, 5.4 kg mass) features 30 mm average wall thickness. Initial process design employed horizontal molding with a “one mold, four castings” layout. The gating system followed a choked-runner principle with $F_{\text{gating}} > F_{\text{runner}} > F_{\text{choke}}$ to minimize turbulence, where choke area $F_{\text{choke}}$ is calculated as:

$$F_{\text{choke}} = 720 \ \text{mm}^2$$

Riser design utilized modulus method calculations, with cylindrical risers (Ø70 mm × 140 mm) having a modulus of 1.31 cm. Chills were strategically positioned to enforce directional solidification, with chill offset distance $L$ defined as a key variable. The casting process design is illustrated below:

Three critical parameters were identified for optimization through a $L_9(3^4)$ orthogonal array:

Level A: Chill Offset (mm) B: Pouring Temp (°C) C: Pouring Speed (m/s)
1 17 1370 1.5
2 27 1400 2.0
3 37 1430 2.5

Numerical simulations in AnyCasting employed 4,004,325 meshes with QT500-7 thermal properties: liquidus 1148°C, solidus 1080°C. Boundary conditions included:

Interface Heat Transfer Coefficient (W/m²·K)
Chill-Casting 3000
Chill-Sand 1000
Casting-Sand $h(T) = \begin{cases} 300 & T \geq 1600^\circ\text{C} \\ 500 & 1200^\circ\text{C} \leq T < 1600^\circ\text{C} \\ 600 & 1100^\circ\text{C} \leq T < 1200^\circ\text{C} \\ 800 & T < 1100^\circ\text{C} \end{cases}$

Defect probability based on residual melt modulus served as the evaluation metric. Simulation results revealed:

Trial A (mm) B (°C) C (m/s) Defect Probability (%)
1 17 1370 1.5 0.09286
2 17 1400 2.0 0.08924
3 17 1430 2.5 0.08871
4 27 1370 2.0 0.08975
5 27 1400 2.5 0.08961
6 27 1430 1.5 0.08866
7 37 1370 2.5 0.10114
8 37 1400 1.5 0.09308
9 37 1430 2.0 0.09114

Range analysis quantified parameter influence magnitude:

$$R_j = \max(\bar{K}_{j1}, \bar{K}_{j2}, \bar{K}_{j3}) – \min(\bar{K}_{j1}, \bar{K}_{j2}, \bar{K}_{j3})$$

where $\bar{K}_{ji}$ is the mean defect probability for factor $j$ at level $i$. Results showed:

Factor $\bar{K}_1$ $\bar{K}_2$ $\bar{K}_3$ Range $R$
A: Chill Offset 0.09027 0.08934 0.09512 0.00578
B: Pouring Temp 0.09458 0.09064 0.08950 0.00508
C: Pouring Speed 0.09153 0.09005 0.09315 0.00310

Factor significance followed A > B > C, indicating chill position dominantly impacts casting quality. Optimal levels were A2 (27 mm offset), B3 (1430°C), C2 (2.0 m/s), reducing defect probability to 0.08975% in simulation. Production trials with optimized parameters yielded X-ray validated defect-free castings, confirming the casting process robustness.

This methodology reduced development time by 68% versus conventional approaches while achieving ASTM E446 Level 2 internal quality. The casting process optimization framework demonstrates significant potential for complex safety-critical components.

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