Great practical question. The gap between theoretical capacity and actual load is very real and there are several factors at play.
Theoretical calculation for your carton:
Each carton: 0.60 × 0.40 × 0.40 = 0.096 CBM
20GP internal volume: 5.89 × 2.35 × 2.39 = 33.1 CBM
Theoretical cartons: 33.1 ÷ 0.096 = 344 cartons
Reality check — utilisation factors:
- Carton-to-container dimension mismatch: Container internal dimensions (5.89 m) rarely divide evenly by carton dimensions. For 60 cm cartons on the 5.89 m length: 5.89 ÷ 0.60 = 9.8 → you get 9 rows. Width 2.35 m ÷ 0.40 = 5.8 → 5 columns. Height 2.39 m ÷ 0.40 = 5.97 → 5 layers.
Actual fit per layer: 9 × 5 = 45 cartons × 5 layers high = 225 cartons at 0.40 m high. But you can stack 60 cm on its long axis: let me recalculate — if stacking with 40 cm height (box on flat): 5 layers. 225 × 5 = 225 × (2.39/0.40 = 5 layers) = 225 cartons.
Alternatively, rotating cartons or mixing orientations might give 230–250.
- Dunnage and blocking: You need dunnage bags or wooden blocks to prevent cargo movement. This takes 1–3% of volume.
- Weight limit: A 20GP has a payload of ~28 tonnes. If your cartons are heavy, you may hit the weight limit before filling the volume. 225 cartons × (say) 20 kg each = 4,500 kg — well within limits for this scenario.
Practical utilisation rate: For standard rectangular cartons, expect 65–80% volumetric efficiency. Irregularly shaped or mixed cargo drops to 55–70%.
My estimate for your scenario: 220–240 cartons realistically, or roughly 68–72% utilisation.