Dimensional Weight Formula:
Definition: This calculator estimates the weight of an object in kilograms based on its volume in cubic meters.
Purpose: It helps in determining the weight of objects for shipping, logistics, and storage purposes.
The calculator uses the formula:
Where:
Explanation: The total volume in cubic meters is multiplied by 2400, the average weight per cubic meter, to get the weight in kilograms.
Details: Knowing the weight of an object is crucial for accurate shipping costs, logistics planning, and ensuring proper handling during transportation.
Tips: Enter the total volume (must be > 0) and select the unit (cu yd, cu ft, or m³). The calculator converts to cubic meters if needed, then computes the weight in kilograms, rounded to 3 decimal places.
Q1: Why is the result in kilograms?
A: Kilograms are a common unit for measuring weight, especially in international shipping and logistics.
Q2: How do I use different units?
A: Select the unit (cu yd, cu ft, or m³) from the dropdown. The calculator converts cu yd (1 cu yd = 0.764555 m³) or cu ft (1 cu ft = 0.0283168 m³) to cubic meters automatically.
Q3: How do I find the total volume?
A: Use a volume calculator (e.g., Length × Width × Height in meters) or measure your object's dimensions in meters.
Q4: Is the 2400 kg per cubic meter accurate?
A: It’s an average based on typical material density. Actual weight may vary depending on the material and its properties.
Q5: Does this include packaging?
A: No, this is a base calculation. Add extra volume before calculating to account for packaging or additional materials.