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Calcimator

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

Parts per hour (1 cavity)202.9
Thermal diffusivity (mm²/s)0.11
Temperature ratio argument3.08
Fourier number at ejection0.11
Melt-mold temp diff (°C)190
How to Use This Calculator
  1. Enter Max wall thickness (mm), Melt temperature, Tm (°C), and Mold temperature, Tw (°C).
  2. Set Ejection temperature, Te (°C), Thermal conductivity k (W/m·K), and Density (kg/m³).
  3. Adjust Specific heat Cp (J/kg·K), Injection + packing time (s) as needed.
  4. Review Cooling time (s) and Total cycle time (s).
  5. 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)
10108.29116.29
351,326.51,334.5
654,575.064,583.06
908,771.118,779.11

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

  1. Identify Input Parameters
    4 parameters
    Max wall thickness (mm) = 3, Melt temperature, Tm (°C) = 230, Mold temperature, Tw (°C) = 40, Ejection temperature, Te (°C) = 90 = 9 input(s) provided
  2. Calculate Cooling time
    Cooling time
    9.75 = 9.75
  3. Calculate Total cycle time
    Total cycle time = injectionTime + coolingTime + moldOpenClose
    17.75 = 17.75
  4. Calculate Parts per hour
    202.9 = 202.9
  5. Calculate Thermal diffusivity
    Thermal diffusivity = alpha * 1e6
    0.1053 = 0.1053

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