Margin & Markup Calculator

CBM / pallet count / 20ft & 40ft estimate / utilization

Calculate CBM, pallet count, estimated 20ft/40ft containers, and utilization from box size and quantity. Mixed sizes are supported by adding rows.

Cargo (carton) input
Unità
Item name (optional) Lunghezza L Larghezza W Altezza H Quantità CBM Azioni
CSVを貼り付け
Paste in order: name,L,W,H,qty
Risultati

Totale

総CBM0.00 m³
Total quantity0 pcs

Pallets (estimate)

Required pallets0 pallets
Effective CBM per pallet0.00 m³
Pallet utilization0%

20ft (estimate)

Required containers0 containers
Utilization (volume)0%
Over limit0.00 m³

40ft (estimate)

Required containers0 containers
Utilization (volume)0%
Rimanenti0.00 m³
Note (estimate): This tool is volume-based only. Actual loading depends on box shape/orientation, gaps, cushioning, pallet stacking, and weight limits. Confirm final decisions in the field.

Assumptions (pallets & containers)

Assumptions (pallets & containers)
Pallet settings (estimate assumptions)
Rough factor for orientation, stacking, and gaps
Container settings (20ft/40ft)
20ft
40ft

Calculation (estimate)

Calculation (estimate)
CBM
  • CBM_row = (L × W × H × Qty) / 1,000,000 (for cm input)
  • For inch, convert to meters and calculate m³
  • CBM_total = Σ CBM_row
Pallet count (estimate)
  • V_pallet_geom = pallet_L × pallet_W × stack_height
  • V_pallet_effective = V_pallet_geom × pallet_efficiency
  • pallets = ceil(CBM_total / V_pallet_effective)
Container count (estimate)
  • V_container_geom = container_L × container_W × container_H
  • V_container_effective = V_container_geom × container_efficiency
  • containers = ceil(CBM_total / V_container_effective)
  • utilization = CBM_total / (containers × V_container_geom) × 100
Utilization is volume-based only. Weight and load optimization are not included.

Domande frequenti (FAQ)

Can I calculate mixed sizes?

Yes. Add a row per item (size × quantity). CBM and estimated counts are summed.

CBMとは

CBM is volume in cubic meters (m³), used as a shipping space indicator.

Is higher utilization always better?

Volume efficiency improves, but optimal loading depends on weight, stability, and stacking rules.