Bradford Factor Calculator
Calculate the Bradford Factor (Bradford Score) from employee absence spells and total days absent. See the concern level instantly, or compare two absence patterns side by side.
Bradford Factor = S² × DAdjust Variables
Interactive Step-by-Step Calculation Proofs
View how variables resolve algebraically down to peer-reviewed standard outputs.
Why Use This Calculator
The Bradford Factor (also called the Bradford Score or Bradford Formula) is an HR metric used to weigh the disruptive impact of employee absence, on the theory that frequent short absences disrupt a workplace far more than one long absence covering the same total number of days. It's calculated as: Bradford Factor = S² × D, where S is the number of separate absence spells (occasions) in a rolling period — typically 52 weeks — and D is the total number of days absent across all those spells in the same period. Because S is squared, the score rises dramatically with frequency: ten single-day absences (S=10, D=10) produce a score of 10² × 10 = 1,000, while one continuous 10-day absence (S=1, D=10) produces a score of just 1² × 10 = 10 — a 100x difference for the same total days off. Many UK and international employers use Bradford Factor scores to set 'trigger points' that prompt informal conversations, formal reviews, or disciplinary steps — but there is no universally mandated threshold; each organization sets its own policy. This calculator lets you compute a single score with an illustrative concern-level band, or compare two absence patterns side by side to see the frequency effect directly. Pair it with the attrition rate calculator for a fuller view of workforce stability.
Mathematical Formula Explanation
Calculated standard benchmarks are based on direct functional dependencies. The primary calculation logic follows this formula:
Bradford Factor = S² × DBradford Factor Score applies the S² × D formula directly to one absence pattern. Compare Two Absence Patterns runs the identical formula twice — once for each of two patterns — then divides the results to show exactly how many times more disruptive one pattern scores than the other, making the frequency-penalty effect of squaring S directly visible.
Worked Examples (Step-by-Step)
These examples show a single Bradford Factor score for one absence record, and a side-by-side comparison of one long absence against many short absences totaling the same days.
Example 1: Bradford Factor for 4 Spells, 8 Days
“An employee has had 4 separate absence spells totaling 8 days absent over the past 52 weeks. What is their Bradford Factor score?”
- SPELLS: 4
- DAYSABSENT: 8
- BRADFORDSCORE: 128
- CONCERNLEVEL: 2
Example 2: One Long Absence vs. Many Short Absences
“Compare an employee with one 10-day absence (Pattern A) against an employee with ten separate 1-day absences (Pattern B), both totaling 10 days absent. How different are their Bradford Factor scores?”
- SPELLSA: 1
- DAYSA: 10
- SPELLSB: 10
- DAYSB: 10
- SCOREA: 10
- SCOREB: 1,000
- SCORERATIO: 100