How do you calculate good fill output?

Multiply containers per cycle by available cycles to get gross capacity, then multiply by uptime and first-pass yield. For 1 fill per cycle across 420 cycles at 88% uptime and 98% yield, good output is 362.21 containers.

What is a good first-pass fill yield for drums and totes?

Well-run gravimetric fill lines hold 97-99% first-pass yield. Losses come from overfill, underfill, seal leaks and label rejects. The 98% in the example costs about 7.39 containers of reject loss.

Why is my good output lower than gross capacity?

Two stacked losses. In the example, 88% uptime removes 50.4 containers of capacity and 98% yield removes another 7.39, dropping 420 gross to 362.21 good containers.

Is uptime or yield the bigger problem here?

In the example downtime costs 50.4 containers versus 7.39 for rejects, so uptime is the dominant loss. Chasing a point of yield gains far less than reducing changeover and stoppage time.

How do I convert this to volume?

Multiply good container output by the container size. 362.21 good totes at 275 gallons each is roughly 99,600 gallons of shipped product for the shift.

Does fills per cycle ever exceed one?

Yes. On multi-head fill stations that fill several drums per cycle, set fills per cycle to the head count so gross capacity reflects parallel filling.

Paint, Resin & Polymer Compounding calculator

Drum/tote fill throughput Calculator

Drum and tote fill throughput is the count of good, sellable containers a paint or resin fill line actually produces once downtime and reject losses are removed from gross capacity. Fill line supervisors and planners use it to promise realistic daily output, size buffer stock and spot whether uptime or yield is the bottleneck. It matters because gross capacity flatters reality: a line rated for 420 fills rarely ships 420 once uptime and first-pass yield are applied. The calculator separates gross capacity from downtime and reject losses so you know where containers are being lost.

What this calculator does

Estimate good drum and tote fills per shift from fills per cycle, available cycles, fill line uptime, and first-pass fill yield.
you need to know whether the fill line can package the batch on time before committing a ship date
It computes the number of good filled containers after applying fill line uptime and first-pass fill yield to gross fill capacity, and breaks out the downtime and reject losses.

Formula used

Gross fill capacity = fills per cycle * available fill cycles
Good fill output = gross fill capacity * fill line uptime * first-pass fill yield

Inputs explained

Containers filled per cycle:
Available fill cycles:
Fill line uptime:
First-pass fill yield:

How to use the result

Use it for daily or shift production planning, capacity promises to customers, or diagnosing whether uptime or yield is limiting a drum or tote line.
It treats uptime and yield as flat percentages; in practice viscosity changes, foaming and changeovers make them vary by product, so use product-specific figures where possible.

Current U.S. benchmarks

The producer price index for plastic resins and materials stands at 319.371 (BLS, May 2026), up 19.5% from a year earlier. Quotes priced off last quarter's material cost miss this move.
Industrial electricity averages 8.66 cents per kWh across the U.S. (EIA, Apr 2026), up 5.5% from a year earlier. Energy-intensive steps carry this directly into unit cost.
The producer price index for industrial chemicals stands at 344.336 (BLS, May 2026), up 16.1% from a year earlier. Quotes priced off last quarter's material cost miss this move.
The U.S. has 14,543 chemical manufacturing establishments employing about 911,245 workers (Census County Business Patterns, 2023).

Common questions

How do you calculate good fill output? Multiply containers per cycle by available cycles to get gross capacity, then multiply by uptime and first-pass yield. For 1 fill per cycle across 420 cycles at 88% uptime and 98% yield, good output is 362.21 containers.
What is a good first-pass fill yield for drums and totes? Well-run gravimetric fill lines hold 97-99% first-pass yield. Losses come from overfill, underfill, seal leaks and label rejects. The 98% in the example costs about 7.39 containers of reject loss.
Why is my good output lower than gross capacity? Two stacked losses. In the example, 88% uptime removes 50.4 containers of capacity and 98% yield removes another 7.39, dropping 420 gross to 362.21 good containers.
Is uptime or yield the bigger problem here? In the example downtime costs 50.4 containers versus 7.39 for rejects, so uptime is the dominant loss. Chasing a point of yield gains far less than reducing changeover and stoppage time.
How do I convert this to volume? Multiply good container output by the container size. 362.21 good totes at 275 gallons each is roughly 99,600 gallons of shipped product for the shift.

Last reviewed 2026-05-12.