Shotgun Choke Calculator
Pattern spread at distance from choke and load.
About this calculator
Choke constriction controls how tightly a shotgun's pellet cloud stays together downrange, and this calculator starts from the standard reference point that different chokes put a known percentage of the payload inside a 30-inch circle at 40 yards — roughly 40% for a cylinder bore up through 75% for extra-full. From that percentage it derives a spread rate in inches per yard (tighter chokes spread more slowly) and scales it linearly by your entered distance to estimate pattern diameter, so a full choke's pattern at 20 yards comes out proportionally tighter than at 60. Pellet count is estimated from a standard pellets-per-ounce table indexed by shot size (a numerically larger shot-size number means smaller, more numerous pellets — #8 shot has roughly 410 pellets per ounce versus 72 for #1 buck-adjacent shot) multiplied by your payload weight.
The calculator then derates the choke's rated pattern percentage as distance moves away from the 40-yard reference, since patterns thin out faster than the linear diameter growth would suggest, and uses that adjusted percentage plus the pattern's circular area to estimate pellet density — pellets per square inch — which in turn drives an estimated effective range where the pattern gets too sparse for reliable hits. All of these figures are rule-of-thumb approximations built for comparing chokes and loads against each other, not a substitute for patterning your actual gun and load on paper at your intended distance, since barrel-to-barrel and lot-to-lot variation in real shotshells is significant. A frequent misread: "pattern diameter" describes overall spread, not pellet density inside it — a wide, sparse pattern and a tight, dense one can report similar diameters but very different reliability on game or clays.
Inputs
Results
Pattern diameter (in)
28.8
How to Use This Calculator
- Select Choke Type from the dropdown (Cylinder, Skeet, Improved Cylinder, Modified, Improved Modified, Full, or Extra Full).
- Enter Distance to the target in yards and Shot Size (e.g., #8 for skeet, #6 for field).
- Set Payload in ounces (standard field load is 1 to 1.25 oz).
- Review Pattern Diameter, Pellets in 30-inch Circle, Pattern Density, and Effective Range.
- Use Pattern Percentage to select the optimal choke for your target distance.
How the result changes with Distance (yards)
| Distance (yards) | Pattern diameter (in) |
|---|---|
| 20 | 14.4 |
| 30 | 21.6 |
| 60 | 43.2 |
| 100 | 72 |
What each input means
- Choke type
- The choke constriction, which determines pattern spread.
- Distance (yards)
- Distance from muzzle to target in yards.
- Shot size (#)
- Shot size number (e.g. #8 for skeet, #6 for field).
- Payload (oz)
- Total shot weight in ounces.
What each result means
- Pattern diameter (in)
- Approximate diameter of the shot pattern at the given distance.
- Pellets in 30" circle
- Estimated pellets landing within a 30-inch circle.
- Total pellets in load
- Approximate number of pellets in the shot charge.
- Density (pellets/sq in)
- Pellet density within the effective pattern.
- Effective range (yds)
- Estimated maximum effective range for this choke/load combination.
- Pattern percentage (%)
- Percentage of pellets landing in the 30-inch circle at this distance.
How this is calculated
Worked example, using the default values
- Identify Input Parameters4 parametersChoke type (0-6) = 5, Distance (yards) = 40, Shot size (#) = 8, Payload (oz) = 1.125 = 4 input(s) provided
- Calculate Pattern diameterPattern diameter = spreadRateInPerYd * distanceYds28.8 = 28.8
- Calculate Pellets in 30Pellets in 30 = round(totalPellets * (adjustedPct / 100))323 = 323
- Calculate Total pellets in load461 = 461
Engine last updated . Checked against 3 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.
Frequently Asked Questions
Why does a full choke pattern tighter at 20 yards than a cylinder bore, even though the model scales linearly with distance?
Each choke gets its own fixed spread rate in inches per yard, derived from its rated pattern percentage at the 40-yard reference — a full choke's rate is lower than a cylinder bore's because tighter constriction slows how fast the pellet cloud opens up. That rate is then multiplied straight through by your entered distance, so at any given yardage the full choke's pattern comes out proportionally smaller, not just at 40 yards.
Why do higher shot-size numbers like #8 have more pellets per ounce than lower numbers like #1?
Shot size numbering runs in reverse of pellet size: a higher number means a smaller individual pellet, and smaller pellets pack more of them into the same ounce of shot. The calculator's lookup table reflects this directly — #8 shot comes in around 410 pellets per ounce versus roughly 72 for #1 — which is why switching shot size changes total pellet count even with the same payload weight.
What's the difference between pattern diameter and pattern density, and why can reading only one mislead?
Pattern diameter is just the overall spread of the shot cloud in inches, while pattern density is pellets per square inch within that spread, computed from the circular pattern area and the distance-derated pellet percentage. Two loads can report a similar diameter while one is sparse and unreliable and the other dense and effective, which is why the calculator also reports pellets in the 30-inch circle and density rather than diameter alone.
How is effective range determined, and why does it shrink with a lighter payload?
Effective range is estimated as the distance at which pattern density drops to roughly one pellet per 4 square inches, scaled from your current distance and computed density. A lighter payload puts fewer total pellets into the same pattern area, lowering density at every distance, so the point where the pattern gets too sparse for reliable hits is reached sooner — shrinking the estimated effective range.
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