30 m sprint percentile
Straight-line acceleration. Enter your time for an estimated comparison.
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PowerJumping and straight-line acceleration
Measure a straight 30 m course on a level surface. Warm up with progressive accelerations. For video or stopwatch timing, use a standing start at the line, time from first movement, and record your best of two with at least 3 minutes of rest. Enter a measured 30 m result, not a converted 40-yard time or a flying sprint.
Estimated population percentiles cover ages 18–39. D1 estimates combine college data and athlete proxies. These estimates count toward Power. Comparison data
What this adds to your battery
The 30 m sprint measures straight-line acceleration. Keep the 5-10-5 shuttle for planned change of direction; neither test measures reacting to an unpredictable opponent.
How to test
Measure a straight 30 m course on a level surface. Warm up with progressive accelerations. For video or stopwatch timing, use a standing start at the line, time from first movement, and record your best of two with at least 3 minutes of rest. Enter a measured 30 m result, not a converted 40-yard time or a flying sprint.
Enter your time directly. For useful progress comparisons, keep the distance and timing method consistent when you retest.
How the estimate works
Estimated population percentiles cover ages 18–39. D1 estimates combine college data and athlete proxies. These estimates count toward Power.
Estimated from active young-adult sprint studies. Population medians of 5.0 s for men and 6.0 s for women, a broader slow tail, and a 3% slowdown into the thirties are informed assumptions, not observed population statistics. Limited to ages 18–39; no body-size adjustment.
Modeled from D1 football and soccer, with a broader national-team proxy for the remaining sports. NCAA participation weights; timing and cross-sport transfer are assumptions.
Female D1 estimates use the soccer and lacrosse split studies below. The population model uses young-adult medians of 5.0 s for men and 6.0 s for women, with deliberately wider variation than the active study samples; these are assumptions. D1 sport transfers, a 0.30 s allowance for the men's soccer gate start and broader variation between timing setups are also assumptions. Small percentile differences are not precise measurements of ability.
These are modeled estimates, not validated population percentiles. A comparison can be useful without being exact; the source assumptions matter more than small differences in rank. No body-size adjustment is applied.
- Mangine et al. (2014). Influence of Gender and Muscle Architecture Asymmetry on Jump and Sprint Performance. First-movement 30 m field testing, 14 men and 14 women.
- Kozinc & Šarabon (2022). Active kinesiology students: 30 m sprint, 26 men and 50 women.
- Mann et al. (2015). Validity and Reliability of Hand- and Electronic-Timing for 40-Yard Sprint in College Football Players. Table 1.
- Haugen, Seiler & Breitschadel (2019). Norwegian national-team sprint split data, adult subset; source timing correction already included.
- Vescovi & McGuigan (2008), Relationships between sprinting, agility, and jump ability in female athletes, Tables I, III and IV.
- Vescovi & McGuigan (2008), Relationships between sprinting, agility, and jump ability in female athletes, Tables I, III and IV.
- Lockie et al. (2016), Physiological Characteristics of Incoming Freshmen Field Players in a Men’s Division I Collegiate Soccer Team, Table 2.
- Lockie & Jalilvand (2017), Reliability and Criterion Validity of the Arrowhead Change-of-Direction Speed Test for Soccer, Table 2.
What the conversion checks found
Using measured 20 m and 40 m splits to estimate the withheld 30 m split gave an average absolute error of 0.012 seconds in 665 Norwegian national-team records. A separate dataset of 52 women gave 0.015 seconds when interpolating between 20 m and 35 m. These checks support nearby-distance estimates under the tested protocols; they do not validate converting any sprint time with a fixed distance ratio.
A timing-adjusted reference from the Norwegian data contains 389 men and 221 women aged 18–39, with median 30 m times of 4.50 and 4.87 seconds. These are selected national-team athletes, not NCAA D1 or general-adult norms. Their published timing correction is already included and is not an individually verified first-movement timestamp, so this reference is not automatically matched to your video or stopwatch result.
Prediction uncertainty also changes between studies: a female conversion model’s nominal 95% interval covered only 69% of the separate dataset. We therefore do not publish that interval as a universal accuracy claim.
Haugen, Seiler & Breitschadel: public athlete split data · Study methods · Vescovi split dataset. Calculations checked September 20, 2026.
Published and modeled reference cohorts
These named cohorts provide context for the models above. Their original results are preserved separately, without age or body-size adjustments. A study-cohort average or race-list median is not a population percentile. Timing methods vary between studies.
D1 women's soccer · 51 players · estimated 30 m
Estimated Players (n=51): 5.057 ± 0.245 s (mean ± SD).
Estimated from paired 27.4 and 36.6 m splits, including their reported correlation. SD describes the interpolated values, not prediction uncertainty. The source also labels the lower split 27.3 m; that interpretation raises the estimated mean by 0.010 s. Surface and intermediate-split trial selection are not fully resolved. This selected cohort is not all D1 athletes.
Protocol: Run through 36.6 m with a 30 m split. Stand upright at the start line; timing begins when you break the start beam, with gates approximately 1 m high. Use an indoor rubberized floor or artificial turf. Rest at least 3 minutes between trials. Run twice; if the 36.6 m totals differ by more than 0.1 s, run a third. Record the 30 m split from the faster of the closest two trials. This reproduces the study setup as closely as possible; it is not first-movement video timing.
Vescovi & McGuigan (2008), Relationships between sprinting, agility, and jump ability in female athletes, Tables I, III and IV. Reviewed 2026-09-20.
D1 women's lacrosse · 79 players · estimated 30 m
Estimated Players (n=79): 5.030 ± 0.218 s (mean ± SD).
Estimated from paired 27.4 and 36.6 m splits, including their reported correlation. SD describes the interpolated values, not prediction uncertainty. The source also labels the lower split 27.3 m; that interpretation raises the estimated mean by 0.010 s. Surface and intermediate-split trial selection are not fully resolved. The likely overlapping 2007 lacrosse cohort is not counted again.
Protocol: Run through 36.6 m with a 30 m split. Stand upright at the start line; timing begins when you break the start beam, with gates approximately 1 m high. Use an indoor rubberized floor or artificial turf. Rest at least 3 minutes between trials. Run twice; if the 36.6 m totals differ by more than 0.1 s, run a third. Record the 30 m split from the faster of the closest two trials. This reproduces the study setup as closely as possible; it is not first-movement video timing.
Vescovi & McGuigan (2008), Relationships between sprinting, agility, and jump ability in female athletes, Tables I, III and IV. Reviewed 2026-09-20.
One D1 men's soccer squad · 17 field players
Freshmen (n=7): 4.150 ± 0.149 s; Experienced (n=10): 4.056 ± 0.131 s (mean ± SD).
One team, mean age 20.41 years; goalkeepers excluded. These subgroup means are not a D1-wide average or age-adjusted norms.
Protocol: Grass, soccer cleats, self-start standing 0.5 m behind the first gate. Gates 30 m apart, 1.2 m high and 2.5 m wide. Best of two; more than 3 minutes rest. Time begins at the first gate, not first movement.
Lockie et al. (2016), Physiological Characteristics of Incoming Freshmen Field Players in a Men’s Division I Collegiate Soccer Team, Table 2. Reviewed 2026-09-20.
One D1 women's soccer squad · 20 players
Players (n=20): 4.745 ± 0.146 s (mean ± SD).
One team, mean age 20.10 years. The study averaged three trials; do not compare a best trial with this mean. Not D1-wide or age-adjusted norms.
Protocol: Natural grass, soccer cleats, self-start standing 0.5 m behind the first gate. Gates 30 m apart, 1.2 m high and 1.5 m wide. Enter the mean of three trials, with more than 3 minutes rest between efforts. Time begins at the first gate, not first movement.
Lockie & Jalilvand (2017), Reliability and Criterion Validity of the Arrowhead Change-of-Direction Speed Test for Soccer, Table 2. Reviewed 2026-09-20.
Measured and estimated references are labeled separately. For the estimated 30 m splits, standard deviation describes participant dispersion after interpolation, not a prediction interval. The studies use different start and trial protocols; their times should not be compared directly with one another.