Draft Value Chart Calculator
NFL draft pick trade value using Jimmy Johnson and Stuart/Hill surplus-value models.
About this calculator
NFL front offices have used pick-value charts since the early 1990s to decide whether a trade is fair, and this calculator runs both the classic and modern versions side by side. The Jimmy Johnson chart, originated by the Dallas Cowboys, models pick value as exponential decay: value ≈ 3270 × e^(-0.053 × (pick − 1)), so the #1 overall pick is worth roughly 3270 points and value falls off steeply through the first round before flattening in later rounds. The Stuart/Hill surplus-value model uses a steeper decay constant (-0.065) and a small constant offset, reflecting modern research showing the Johnson chart significantly undervalues elite top-of-round picks relative to everything after them — teams trading up for a true blue-chip prospect pay less under Johnson's numbers than analytics suggests they should.
You can enter one pick for Side A and up to two picks for Side B; the calculator sums Side B's values under each model and reports the difference (Side A minus Side B) so a positive number means Side A's single pick outweighs Side B's combined picks, and a negative number means Side B wins the trade. Because the two models diverge most sharply at the top of the draft, always check both figures rather than relying on just one — a trade that looks lopsided under Johnson's chart can look close to fair under Stuart/Hill, and vice versa. Neither model accounts for positional need, this year's draft class strength, or player-specific scouting.
Inputs
Results
Johnson Value (Pick 1)
3,270
How to Use This Calculator
- Enter the overall pick number for Side A (the pick being offered).
- Enter the pick number(s) for Side B — up to two picks can be combined.
- Review the Johnson Chart and Stuart/Hill surplus-value differences.
- A positive Trade Diff means Side A has more value; negative means Side B wins the trade.
- Use both models together for a balanced view of draft pick trade value.
What each input means
- Pick #1 (Side A)
- Overall pick number for the first side of the trade (1-262).
- Pick #2 (Side B)
- First pick offered by the other side.
- Pick #3 (Side B, optional)
- Optional second pick from side B. Set to 0 to ignore.
What each result means
- Johnson Value (Pick 1)
- Jimmy Johnson chart value for Pick #1.
- Johnson Value (Pick 2)
- Jimmy Johnson chart value for Pick #2.
- Johnson Value (Pick 3)
- Jimmy Johnson chart value for Pick #3 (0 if unused).
- Johnson Trade Diff (A−B)
- Positive = Side A has more value. Negative = Side B wins the trade.
- Stuart Value (Pick 1)
- Stuart/Hill surplus-value model for Pick #1.
- Stuart Trade Diff (A−B)
- Trade difference using the Stuart/Hill model.
- Pick 1 Round
- Which round Pick #1 falls in.
How this is calculated
Worked example, using the default values
- Identify Input ParametersPick #1 (Side A) = 1, Pick #2 (Side B) = 32, Pick #3 (Side B, optional) = 0 = 3 input(s) provided
- Calculate Johnson ValueJohnson Value = johnsonValue(pickNumber1)3270 = 3270
- Calculate Johnson ValueJohnson Value = johnsonValue(pickNumber2)632 = 632
- Calculate Johnson Value0 = 0
Engine last updated . Checked against 2 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 do the Johnson and Stuart/Hill models sometimes disagree about who wins a trade?
The two curves use different decay constants — Johnson's -0.053 versus Stuart/Hill's steeper -0.065 — plus a small constant offset in the Stuart/Hill formula. The steeper decay makes elite top-of-round picks worth relatively more compared to everything after them, so the two models diverge most sharply when very early picks are involved, and can even flip which side comes out ahead.
What happens if I leave Pick #3 at 0?
The calculator only computes a value for Pick #3 when it's greater than zero; at 0 it contributes nothing to Side B's total under either model. Leaving it at the default treats the trade as a straightforward one-pick-for-one-pick comparison between Pick #1 and Pick #2.
How is the round shown for Pick #1 determined?
The calculator maps the pick number against the boundaries of a standard 32-team, seven-round draft (picks 1-32 are round 1, 33-64 are round 2, and so on through picks beyond 220 falling in round 7). It's a straightforward lookup based on pick number alone, not tied to any specific draft year's actual pick counts.
Does this calculator factor in positional need or player quality?
No — both the Johnson and Stuart/Hill models are pulled entirely from pick number, with no adjustment for which positions a team needs, how strong this year's draft class is, or any individual player's scouting grade. They tell you whether a trade is fair by historical pick-value convention, not whether it's the right trade for a specific team's roster.
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