Injection Molding Cooling Time Calculator
Calculate cooling time using the flat-plate analytical solution: t = (s²/(π²·α)) × ln(8(Tm−Tw)/(π²(Te−Tw))). Determines total cycle time and production rate.
Inputs
Results
Cooling time (s)
9.75
Total cycle time (s)
17.75
How to Use This Calculator
- Enter Max wall thickness (mm), Melt temperature, Tm (°C), and Mold temperature, Tw (°C).
- Set Ejection temperature, Te (°C), Thermal conductivity k (W/m·K), and Density (kg/m³).
- Adjust Specific heat Cp (J/kg·K), Injection + packing time (s) as needed.
- Review Cooling time (s) and Total cycle time (s).
- Use Parts per hour (1 cavity) and Thermal diffusivity (mm²/s) to inform your decision.
How the result changes with Max wall thickness (mm)
| Max wall thickness (mm) | Cooling time (s) | Total cycle time (s) |
|---|---|---|
| 10 | 108.29 | 116.29 |
| 35 | 1,326.5 | 1,334.5 |
| 65 | 4,575.06 | 4,583.06 |
| 90 | 8,771.11 | 8,779.11 |
What each input means
- Max wall thickness (mm)
- Maximum wall thickness of the part. Cooling time scales with thickness squared.
- Melt temperature, Tm (°C)
- Polymer melt temperature at injection. PP ~230, ABS ~240, PC ~300°C.
- Mold temperature, Tw (°C)
- Mold wall (coolant) temperature. PP ~30-50, PC ~80-120°C.
- Ejection temperature, Te (°C)
- Temperature at which the part is rigid enough to eject without warping.
- Thermal conductivity k (W/m·K)
- PE ~0.33, PP ~0.12, ABS ~0.17, PC ~0.20, Nylon ~0.25 W/m·K.
- Density (kg/m³)
- Solid-state density. HDPE ~950, PP ~905, ABS ~1050, PC ~1200 kg/m³.
- Specific heat Cp (J/kg·K)
- PE ~2300, PP ~1900, ABS ~1400, PC ~1200 J/kg·K.
- Injection + packing time (s)
- Time for injection fill and packing phases.
- Mold open/close time (s)
- Time for mold open, ejection, and mold close.
What each result means
- Cooling time (s)
- Calculated cooling time from the analytical flat-plate solution.
- Total cycle time (s)
- Injection + cooling + mold open/close.
- Parts per hour (1 cavity)
- Theoretical production rate for a single-cavity mold.
- Thermal diffusivity (mm²/s)
- alpha = k / (rho * Cp). Determines heat transfer rate.
- Temperature ratio argument
- The 8(Tm-Tw)/(pi^2(Te-Tw)) term inside the logarithm.
- Fourier number at ejection
- Dimensionless time indicating degree of cooling completion.
- Melt-mold temp diff (°C)
- Temperature difference driving the cooling process.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersMax wall thickness (mm) = 3, Melt temperature, Tm (°C) = 230, Mold temperature, Tw (°C) = 40, Ejection temperature, Te (°C) = 90 = 9 input(s) provided
- Calculate Cooling timeCooling time9.75 = 9.75
- Calculate Total cycle timeTotal cycle time = injectionTime + coolingTime + moldOpenClose17.75 = 17.75
- Calculate Parts per hour202.9 = 202.9
- Calculate Thermal diffusivityThermal diffusivity = alpha * 1e60.1053 = 0.1053
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