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Calcimator

Paper Weight Selector Calculator

Optimal paper weight from model complexity and size.

About this calculator

Choosing paper weight (GSM, grams per square meter) is a balancing act between crease sharpness and shape-holding strength, and this calculator works from four levers to land on a recommendation. It starts from a base GSM range keyed to model complexity (simple models like a crane sit around 50-80gsm, super-complex insects drop to 12-40gsm, since thinner paper is required to fold cleanly through many layers), then overrides that range entirely for wet folding (90-200gsm, since sculptural shaping needs stiffer, heavier stock) or tissue-foil/backcoated technique (10-30gsm, for extremely fine detail). The ideal value within that range shifts by ±5gsm for model size — bigger finished models (over 25cm) can carry slightly heavier paper since the layers spread across more surface area, while small models (under 10cm) need thinner paper to keep proportions crisp — and then gets penalized further if your layer count exceeds 20, subtracting up to 15gsm as layers climb, since more overlapping paper at the thickest point demands thinner stock to stay foldable.

From the final recommended GSM, the tool derives single-sheet thickness using a rough gsm/800 approximation for cellulose papers, multiplies by your max layer count for worst-case thickness, and produces three 1-10 comparative scores — crease sharpness, shape holdability, tear resistance — all simple linear functions of GSM and technique rather than measured paper properties. Because actual paper brands vary considerably in fiber composition and sizing, use the recommended GSM as a shopping range, not a precise spec, and always test-fold a scrap of your chosen stock before starting the final model.

Inputs

cm

Results

Recommended GSM

55

Usable range min (GSM)40
Usable range max (GSM)70
Paper thickness (mm)0.07
Max thickness at layers (mm)1.1
Crease sharpness (1-10)8
Shape holdability (1-10)3
Tear resistance (1-10)4
How to Use This Calculator
  1. Select the model complexity level from the dropdown: Simple (crane/boat), Intermediate, Complex, or Super-complex.
  2. Enter the approximate largest dimension of the finished model in centimeters.
  3. Enter the maximum number of overlapping paper layers at the thickest point of the model.
  4. Select the folding technique: dry folding, wet folding (for sculptural shaping), or tissue-foil/backcoated.
  5. Read the recommended paper weight in GSM and the usable GSM range for your specific model.
  6. Use the crease sharpness and shape holdability scores to compare paper options before purchasing.

What each input means

Model complexity
Sets the baseline recommended GSM range for the model.
Finished model size (cm)
Approximate largest dimension of the finished model.
Max paper layers
Maximum overlapping layers at the thickest point. Simple ~4-8, complex ~16-60+.
Technique (1-3)
1=Dry folding, 2=Wet folding (thick paper), 3=Tissue foil/backcoated (very thin).

What each result means

Recommended GSM
Ideal paper weight in grams per square meter for your model.
Usable range min (GSM)
Lightest paper weight that could work.
Usable range max (GSM)
Heaviest paper weight that could work.
Paper thickness (mm)
Single-sheet thickness at the recommended GSM.
Max thickness at layers (mm)
Thickness at the thickest point with all layers stacked.
Crease sharpness (1-10)
How sharp and crisp the creases will be (higher = sharper).
Shape holdability (1-10)
How well the finished model holds its shape (higher = better).
Tear resistance (1-10)
Resistance to tearing during folding (higher = more durable).

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Model complexity (1-4) = 2, Finished model size (cm) = 15, Max paper layers = 16, Technique (1-3) = 1 = 4 input(s) provided
  2. Calculate Recommended GSM
    Recommended GSM = max(range.min, round(adjustedIdeal - layerPenalty))
    55 = 55
  3. Calculate Usable range min
    Usable range min = range.min
    40 = 40
  4. Calculate Usable range max
    Usable range max = range.max
    70 = 70

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 selecting wet folding override the complexity-based GSM range entirely?

Wet folding needs heavier, more absorbent paper (90-200gsm) regardless of how complex the model is, because the technique relies on the paper holding a methylcellulose sizing solution and staying stiff enough to sculpt curves once dry — a requirement that has nothing to do with how many layers or points the model has. That's why the calculator replaces the complexity-tier range entirely rather than adjusting it, and the same applies to tissue-foil/backcoated technique at the opposite extreme (10-30gsm).

How much does model size actually change the recommendation?

Not much on its own — it's a flat ±5gsm adjustment to the ideal value within your complexity range: models over 25cm get +5gsm since the layers spread across more surface area and can support a bit more weight, while models under 10cm get −5gsm to keep small proportions crisp. It's a minor tweak compared to complexity level or folding technique, which each shift the baseline range far more substantially.

Why does adding more layers push the recommendation toward lighter paper?

The layer penalty only kicks in once maxLayers exceeds 20, subtracting up to 15gsm as layers climb further (0.3gsm per layer past 20, capped at 15). More overlapping layers at the model's thickest point compound paper thickness fast, so lighter stock keeps that stack foldable — the calculator is trading some crease stiffness for the ability to physically fold through that many layers at all.

How accurate is the gsm-to-thickness conversion?

It uses a rough approximation of gsm ÷ 800 to estimate single-sheet thickness in millimeters, which holds reasonably well for typical cellulose-fiber papers but will be off for unusual stocks like foils, coated papers, or very textured handmade sheets. Use maxThicknessMm (single-sheet thickness × your layer count) as a sanity check on whether your paper choice will physically stack without becoming unmanageable, not as a precise engineering figure.

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