Grain Bin Capacity
Calculator
Results
- Bin volume (m³)
- 381.703507
- Storage capacity (kg)
- 294,675.107721
- Storage capacity (t)
- 294.675107
Farming results
| Bin volume (m³) | 381.703507 |
| Storage capacity (kg) | 294,675.107721 |
| Storage capacity (t) | 294.675107 |
formula-map diagram
- Bin volume (m³)
- 381.703507
- Storage capacity (kg)
- 294,675.107721
- Storage capacity (t)
- 294.675107
Formula map
Formula
V = π × (d ÷ 2)² × depth ; mass = V × bulk density= 381.70350741116
Note
Simplified agronomic model: results use the rates, grades and coefficients you enter and ignore soil type, weather, variety and local regulations. Confirm with a soil test, the product label and an agronomist before applying anything.
More in Farming and crops
See all →Frequently asked questions
What determines a grain bin's storage capacity?+
Capacity is primarily a function of the bin's internal volume (diameter and height, or eave height plus the cone at the peak and hopper at the bottom) combined with the test weight of the specific grain being stored, since different grains pack at different densities.
Why does the same bin hold a different tonnage of wheat versus corn?+
Test weight (bulk density) varies by grain type — wheat is generally denser than corn per unit volume — so a bin's fixed volume translates into a different tonnage depending on which grain fills it. Always use the correct test weight for your specific crop and moisture content.
Does grain moisture content affect how much fits in the bin?+
Yes — wetter grain has a slightly different bulk density than dry grain of the same type, and it also tends to settle and compact differently during storage, so capacity estimates are most accurate when based on the grain's actual moisture and test weight at fill time.
Should I calculate capacity to the very top of the bin?+
No — practical usable capacity is normally less than the theoretical full-to-the-roof volume, since headspace is needed for aeration equipont and to avoid grain contacting the roof structure. Manufacturers typically publish a rated capacity that already accounts for this.
How does the cone or hopper shape affect the capacity calculation?+
The conical peak and any hopper bottom add or subtract volume compared to a simple cylinder calculation, so an accurate capacity figure treats the cylindrical body, the peak cone, and (if present) the hopper cone as separate volumes to be summed. Ignoring the peak cone alone can meaningfully understate capacity on tall bins.