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Calcimator

Plastic Shrinkage Calculator

Calculate mold cavity dimensions from finished part size and material shrinkage rate to ensure correct part dimensions.

About this calculator

Injection-molded plastic parts shrink as they cool from melt temperature to room temperature, so a mold cavity machined to the exact finished part dimensions would produce an undersized part. Toolmakers compensate by machining the cavity larger than the target part by the material's shrinkage rate -- this calculator applies that compensation to all three dimensions (length, width, depth) using cavity size = part size / (1 - shrinkage rate), which matches the ASTM D955 definition of mold shrinkage as (mold dimension - part dimension) / mold dimension, i.e. shrinkage is measured relative to the cavity, not the finished part (a common shop shorthand instead multiplies by (1 + shrinkage rate), which is close at low shrinkage rates but understates the needed cavity size as the rate climbs). Because each linear dimension grows by the same percentage, the resin's shrinkage rate is the single factor controlling how oversized the cavity needs to be; the part's raw dimensions only determine how much absolute growth that percentage translates into.

Different resins shrink at very different rates -- semi-crystalline materials like polyethylene and polypropylene typically shrink more (roughly 1-3%) than amorphous materials like ABS or polycarbonate (roughly 0.4-0.7%) because their molecular chains pack more tightly as they cool and crystallize, while amorphous polymers cool into a more disordered, dimensionally stable structure. The calculator also estimates volumetric shrinkage, which compounds across all three dimensions and is therefore noticeably larger than the linear shrinkage rate alone -- a 1.5% linear shrinkage rate produces roughly three times that in volume, since volume scales with the cube of each linear dimension. Always verify against the resin manufacturer's datasheet, since actual shrinkage varies with wall thickness, cooling rate, and mold temperature, not just resin family.

Inputs

mm
mm
mm
%

Results

Cavity Length

152.28 mm

≈ 2 credit cards

Cavity Width81.22 mm
Cavity Depth25.38 mm
Length Oversized By2.28 mm
Width Oversized By1.22 mm
Depth Oversized By0.38 mm
Volumetric Shrinkage4.43%
Cavity Volume313.92 cm³
Total Added Stock (L+W+D)3.88 mm
How to Use This Calculator
  1. Enter the desired finished part dimensions (length, width, depth in mm).
  2. Set the material shrinkage rate (%) from the resin datasheet — typically 0.5–3%.
  3. Review cavity dimensions (enlarged by the shrinkage factor) to machine into the tool steel.
  4. Use the length, width, and depth growth values to adjust your CAD cavity model before machining.

How the result changes with Part Length

Part LengthCavity Length
7576.14 mm
113114.72 mm
225228.43 mm
375380.71 mm

What each input means

Part Length
Desired finished part length.
Part Width
Desired finished part width.
Part Depth
Desired finished part depth/height.
Shrinkage Rate
Material shrinkage rate (PE: 1.5-3%, PP: 1-2.5%, ABS: 0.4-0.7%, PC: 0.5-0.7%, PA66: 1-2.2%).

What each result means

Total Added Stock (L+W+D)
Sum of the length, width, and depth growth amounts -- a rough total-material reference, not a physically meaningful single shrinkage figure (the three axes are orthogonal, so this isn't a distance or a shrinkage percentage).

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Part Length = 150, Part Width = 80, Part Depth = 25, Shrinkage Rate = 1.5 = 4 input(s) provided
  2. Calculate Cavity Length
    Cavity Length
    152.284 = 152.284
  3. Calculate Cavity Width
    Cavity Width
    81.218 = 81.218
  4. Calculate Cavity Depth
    Cavity Depth
    25.381 = 25.381

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does the cavity length grow by the same percentage as the cavity width and depth?

This calculator applies one shrinkage rate uniformly to all three dimensions -- cavity size = part size / (1 - shrinkage rate) for length, width, and depth alike, matching the ASTM D955 cavity-relative definition of shrinkage. Real parts can shrink slightly differently along and across the direction of plastic flow (anisotropic shrinkage, especially with fiber-filled resins), but this simplified model assumes isotropic shrinkage, which is a reasonable starting point for unfilled resins.

Does a longer part need a bigger shrinkage allowance than a shorter part?

In absolute terms, yes -- a longer part's cavity grows by more raw millimeters for the same shrinkage rate, since the growth is length x shrinkage rate. But proportionally, every dimension grows by the exact same percentage regardless of its starting size, so the RATE, not the part's dimensions, is what determines how much bigger the cavity needs to be relative to the finished part.

Why is the volumetric shrinkage percentage larger than the linear shrinkage rate I entered?

Volumetric shrinkage compounds across all three dimensions, since volume is length x width x depth. When each linear dimension shrinks by a given percentage, the total volume shrinks by roughly three times that percentage for small shrinkage rates, because volume scales with the cube of a linear shrink factor. This is why a modest 1.5% linear shrinkage rate produces a noticeably larger percentage change in volume.

How much does the shrinkage rate range differ between plastic families?

Materials vary considerably: semi-crystalline resins like PE (roughly 1.5-3%) and PP (roughly 1-2.5%) typically shrink more than amorphous resins like ABS (roughly 0.4-0.7%) or PC (roughly 0.5-0.7%), because crystalline regions pack more tightly on cooling. Always confirm the actual rate against your specific resin grade's datasheet rather than relying on a family-wide average.

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