Print time
How long does a 3D print take? Five parts, three layer heights
Print time is extruded volume divided by flow, plus an allowance for travel and layer changes. That is the whole model, it is the one the print-time calculator runs, and it is accurate to about ±20%. Here it is on five part classes you have probably printed.
The five parts
| Part | Extruded volume | 0.2 mm | 0.12 mm | 0.28 mm | PLA mass |
|---|---|---|---|---|---|
| Keychain tag a 40 × 25 × 4 mm name tag | 1.5 cm³ | 5 min | 9 min | 4 min | 2 g |
| Phone stand a folding desk stand, 2 walls | 25.0 cm³ | 1.5 h | 2.5 h | 1.1 h | 31 g |
| Vase 180 mm tall, single-wall spiral | 35.0 cm³ | 2.1 h | 3.5 h | 1.5 h | 43 g |
| Helmet cosplay shell, 12% infill, supports | 180.0 cm³ | 10.6 h | 17.7 h | 7.6 h | 223 g |
| Large figurine 250 mm tall display piece, 15% infill | 60.0 cm³ | 3.5 h | 5.9 h | 2.5 h | 74 g |
Volumes are the plastic the slicer lays down — what your slicer reports as filament volume — not the bounding box of the model. A 120 × 80 × 60 mm enclosure has a 576 cm³ bounding box and about 170 cm³ of extruded plastic at 3 walls and 20% infill; mixing the two up is the most common reason a hand estimate is four hours out. That conversion has its own page.
The estimate, in one line
hours = volume_mm³ ÷ (layer height × line width × speed) ÷ 3600 × (1 + overhead). At 0.2 mm layers, 0.45 mm wide and 60 mm/s the machine deposits 19.44 cm³ an hour, and the 15% overhead for travel and layer changes brings the effective rate to 16.90 cm³/h. A 25 cm³ phone stand therefore takes 1.5 h.
That is faster than a real print, and the page says so rather than pretending: a real slicer inserts accelerations, retractions, travel moves and cooling pauses, which is where the ±20% tolerance comes from. Use this number to decide whether a job fits in tonight, not to promise a customer a 15:00 delivery.
Layer height is the lever with the widest range
Hours scale inversely with layer height, so going from 0.28 mm to 0.12 mm on the same model is a 2.3× change with no other settings touched: the helmet goes from 7.6 h to 17.7 h, and the vase from 1.5 h to 3.5 h. Printing a functional bracket at 0.12 mm buys nothing you can see and costs 133% more machine time.
The other multiplier nobody mentions is nozzle width. A 0.6 mm nozzle at the same speed deposits 1.33× the plastic of a 0.45 mm one, so the phone stand drops from 1.5 h to about 1.1 h — at the cost of surface quality and fine detail. Wide nozzle for structural parts, narrow for display.
What this model cannot see
- Supports and infill are already inside the extruded volume if you took the number from your slicer. If you estimated the volume yourself, add them first — supports can be 10–20% of a part like the helmet.
- Acceleration and firmware limits. A machine that never reaches 60 mm/s on short segments prints slower than this model, which is why small detailed parts surprise people more than large simple ones.
- Filament throughput. The hotend has a ceiling. On a 0.4 mm nozzle at high speed the extruder, not the motion system, becomes the limit.
Time is the product you are selling
A printer has 168 hours in a week and you have fewer than that in attention. At 20 productive hours a week you can deliver 2 helmets or 14 phone stands — and the machine earns only while it runs. That is why choosing a printer for paid work is a question about hours, not about price, and why the quote template asks for a lead time in days rather than "as soon as possible".
For the money side of the same part, see cost per gram; for the full bill including electricity and machine time, see how much 3D printing costs.
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Frequently asked questions
How long does a typical 3D print take?
A 25 cm³ phone stand is about 1.5 h at 0.2 mm layers, a 35 cm³ single-wall vase about 2.1 h, and a 180 cm³ cosplay helmet about 10.6 h. Small tags finish in minutes; anything over 150 cm³ is an overnight job.
Does a lower layer height really double the time?
It scales with the inverse of layer height, so 0.2 mm to 0.1 mm is a 2x change, and 0.28 mm to 0.12 mm is 2.3x. Wall thickness, infill and speed stay the same; only the number of layers changes.
Why is my print taking longer than the calculator says?
Usually supports and infill were not in the volume you typed in, or the printer never reaches the assumed speed on short moves. The model carries a ±20% tolerance for exactly this; a slicer estimate of the same model is the better number.