To accurately price a movement with carriers, MachShip requires:
We need these specific dimensions rather than just a cubic number because:
This article will discuss ways of using cubic data to derive these values as an alternative.
{primary} ⚠️ Important: To ensure accurate pricing, provide the full set of dimensions whenever possible. The methods below should be considered "workarounds" and used only when there is no other choice.
If your system can't generate full box dimensions, you can use these basic rules and formulas to approximate dimensions while still ensuring relatively accurate rates.
This scenario assumes you have five pieces of data:
Assuming:
Steps:
Divide cubic by items to find cubic per item:
0.6m3 / 3 = 0.2m3 per item
Convert cubic to dimensions:
cubic is length x width x height - length is known, so divide the cubic by that
0.2m3 / 2m (length) = 0.1m2
This means 0.1m2 is the width x height - to find equal sides, you square root.
(square root) √0.1m2 = 0.316m
Convert to cm: 200cm x 31.6cm x 31.6cm
Set weights:
1 x 25kg (heaviest item)
45kg - 25kg = 20kg remains
20kg / 2 = 10kg for remaining items
Final items:
200 x 31.6 x 31.6 = 25kg x 1
200 x 31.6 x 31.6 = 10kg x 2
If you don't have the longest side or largest weight, the calculation is simpler.
Assuming:
Steps:
Divide cubic by items:
0.6m3 / 3 = 0.2m3 per item
Convert cubic to dimensions:
cubic is length x width x height - cube root to find equal values
(cube root) ∛0.2m3 = 0.585m
Convert to cm: 58.5cm x 58.5cm x 58.5cm
Divide weight by items:
45kg / 3 = 15kg per item
Final items:
58.5 x 58.5 x 58.5 = 15kg x 3
Note: To get the cubic closer to exactly matching, you may need to set 2 decimal places on the final cm value when rounding.