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๐ฆ Understanding Shipping Charges: Volumetric vs Weight-Based Shipping
Shipping costs are typically calculated in two ways:
Volumetric Weight and Actual Weight.
The final shipping cost is based on whichever is higher โ so understanding both helps avoid unexpected charges.
โ๏ธ What is Volumetric Weight?
Volumetric weight (also called dimensional weight) is based on the space a package occupies, not just how heavy it is.
This method is used when a parcel is:
- Light in weight
- Large in size (bulky)
- Takes up more space in aircraft or cargo containers
So even if your package is light, you may still be charged more because it occupies valuable cargo space.
๐ Formula:
(Length ร Breadth ร Height) / 5000
- Dimensions in centimeters (cm)
- Resulting volumetric weight in kilograms (kg)
๐ Example:
A box that is 50cm ร 40cm ร 30cm weighs only 3kg, but its volumetric weight is:
(50 ร 40 ร 30) / 5000 = 12kg
Even though it weighs 3kg, you may be charged for 12kg due to its volume.
๐๏ธ What is Weight-Based Shipping?
Weight-based shipping uses the actual physical weight of the package measured on a scale.
This method is used when:
The size does not take up much space
The package is small and compact
The parcel is dense and heavy
๐ Example:
If your parcel weighs 7kg, youโll be billed exactly for 7kg, regardless of its size.
โ๏ธ Which Rate is Used?
Couriers compare both the volumetric weight and actual weight, then charge you based on whichever is higher.
This ensures:
- Fair use of cargo space
- Accurate billing for oversized but lightweight items
โ Benefits of Understanding These Methods:
- ๐ธ Transparent Pricing: Know exactly how your shipping charges are calculated.
- ๐ฆ Optimized Packaging: Reduce costs by minimizing box size and unused space.
- ๐ Better Business Planning: Estimate shipping costs accurately before sending parcels.
- ๐ Fair Logistics: Balances space and weight in transportation
๐ก Tip for Businesses:
Use our Shipping Calculator to compare volumetric vs weight-based shipping costs instantly and choose the most cost-effective method.
