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Calcimator

Infill Calculator

Calculate material usage and strength based on infill percentage, pattern type, and wall thickness for 3D prints.

About this calculator

A 3D-printed part's material and strength come from two structurally different regions that this calculator treats separately: solid outer walls (the perimeters that define the part's visible surface) and a partially filled interior lattice (the infill). Wall volume is estimated by approximating the model as a cube of equivalent volume — a reasonable simplification for a rough estimate, since exact wall volume depends on the model's real geometry in ways a single volume number can't capture — then multiplying that cube's surface area by your wall thickness. Infill volume is simpler: it's the remaining interior volume multiplied directly by your chosen infill percentage, then adjusted by a pattern efficiency factor, since not every infill geometry uses material with equal efficiency for the density it achieves.

Gyroid infill uses about 5% more material than a basic grid pattern for the same percentage setting because its continuous curved surfaces trace a longer path than straight rectilinear lines, while honeycomb uses about 5% less material thanks to its naturally efficient hexagonal cell structure — the same geometric property that makes honeycomb an efficient material structure in nature and engineering generally. Strength score reflects that infill percentage isn't the only lever on part strength: pattern geometry matters too, so this calculator boosts the effective strength contribution for gyroid (which distributes load in every direction) and honeycomb (strong under compression) above what the same percentage of basic grid infill would provide, capping the final score at 10. Material savings compares your infill-optimized weight against a fully solid print at 100% material, which is exactly the tradeoff infill exists to make — the vast majority of prints don't need to be solid to serve their function, and printing hollow with the right infill saves substantial material and print time for a proportionally small loss in strength.

Inputs

cm³
%
mm

Results

Estimated Weight (PLA)

40.19 g

Material Volume

32.41 cm³

Strength Score2 / 10
Infill Volume16.9 cm³
Wall Volume15.51 cm³
Material Savings vs Solid67.6%
Solid Weight (reference)124 g
How to Use This Calculator
  1. Enter the model volume (cm³) from your slicer's statistics panel.
  2. Set infill percentage (%) and select the infill pattern (grid, gyroid, honeycomb, etc.).
  3. Enter wall thickness (number of perimeters × line width in mm).
  4. Review estimated part weight (g), material volume, strength score, and wall-to-infill ratio.

How the result changes with Model Volume

Model VolumeEstimated Weight (PLA)Material Volume
5022.09 g17.82 cm³
7531.3 g25.24 cm³
15057.36 g46.26 cm³
25090.34 g72.86 cm³

What each input means

Model Volume
Total outer volume of the model in cubic centimeters (from slicer or CAD).
Infill Percentage
Percentage of the interior filled with material. 20% is typical for prototypes, 50%+ for functional parts.
Infill Pattern
Infill geometry pattern. Gyroid offers best strength-to-weight ratio; honeycomb is material-efficient.
Wall Thickness
Total wall (perimeter) thickness. Typically 2-3 wall lines at 0.4mm nozzle = 0.8-1.2mm.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Model Volume = 100, Infill Percentage = 20, Infill Pattern = 1, Wall Thickness = 1.2 = 4 input(s) provided
  2. Calculate Estimated Weight
    Estimated Weight
    40.19 = 40.19
  3. Calculate Material Volume
    Material Volume
    32.41 = 32.41
  4. Calculate Strength Score
    Strength Score
    2 = 2
  5. Calculate Infill Volume
    Infill Volume
    16.9 = 16.9

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 gyroid infill use more material than grid infill at the same percentage setting?

Gyroid infill is built from continuous, smoothly curving surfaces rather than straight intersecting lines, and tracing those curves requires the print head to travel a longer total path to achieve the same nominal fill percentage. This calculator accounts for that with a pattern efficiency factor that increases gyroid's material usage by about 5% relative to a basic rectilinear grid at the identical infill percentage setting.

Why does the strength score depend on infill pattern and not just infill percentage?

Different infill geometries distribute mechanical load differently even at the same fill percentage — gyroid's three-dimensional curved lattice resists forces from multiple directions well, and honeycomb's hexagonal cells are particularly strong under compression, both outperforming a basic rectilinear grid at an equivalent density. This calculator reflects that by applying a strength multiplier specific to gyroid and honeycomb patterns on top of the raw infill percentage, rather than treating all patterns as mechanically equivalent.

How accurate is the wall volume estimate if my model isn't cube-shaped?

The cube approximation is a simplification that estimates surface area purely from the model's total volume, which works reasonably well for compact, roughly cube-like shapes but becomes less accurate for models with unusual proportions — a long thin rod or a flat wide panel has substantially more actual surface area relative to its volume than a cube of the same volume would. For a precise wall volume figure on an oddly shaped model, your slicer's own material estimate will be more reliable than this calculator's simplified geometric approximation.

Does 100% material savings mean the part uses zero material?

No — material savings is measured relative to a fully solid print of the same model, so a high savings percentage means the infill-optimized print uses substantially less material than a solid version would, not that it uses none. Even at low infill percentages, the solid outer walls still consume real material, so material savings will always land meaningfully below 100% for any print with nonzero wall thickness.

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