A 16-year-old street skater puts up a 58cm countermovement jump on the gym's jump mat during preseason testing, a number that would turn heads on a basketball combine sheet, then goes back to the parking lot and can't clear a stacked curb his teammate pops over without breaking stride. His coach checks the usual suspects: ankle mobility looks fine, he's not landing heavy, his back squat climbed all winter. Nothing in the testing binder explains why a genuinely explosive kid can't get his board more than ankle height off the pavement. The gap isn't sitting in his legs. It's sitting in how much of that leg power actually survives the trip through the tail, the trucks, and the split-second timing window between the pop and the level-out, and a standing vertical jump was never built to see that leak.
The fix is a paired test, not a single number: run a standing vertical jump the same way a testing room always has, then run a static, in-place ollie measured with the exact same flight-time math, and compare the two heights directly. The gap between them is a Pop Transfer Loss Rate, a field read on how much of an athlete's raw jumping capacity gets lost specifically in the ollie mechanism rather than sitting untapped in his legs. Pull compression time off the same trial and a companion ankle stiffness number comes almost for free.
Why a Standing Vertical Jump Test Misses Ollie Power Transfer
A standing vertical jump asks the legs to do one thing: drive a body straight up off a flat, unweighted surface, feet free to load however feels strongest. An ollie asks the same legs to do something structurally different. The rear foot has to spike the tail hard enough to snap it into the ground and rebound, the front foot has to slide up the grip tape at almost the same instant to level the board in the air, and a real share of whatever energy the legs produced dissipates into deck flex, bushing compression, and wheel contact instead of showing up as height. A skater can be plenty explosive and still leak most of that power through a mistimed slide.
| Test | What It Measures | What It Misses |
|---|---|---|
| Standing vertical jump | Raw lower-body triple-extension power, unweighted, feet free | Whether that power survives the ollie's tail-pop and slide mechanics |
| Box jump or broad jump | General explosive transfer toward a target | Board-specific loading and asymmetric front/rear foot timing |
| Static ollie pop height (this test) | How much of that raw power reaches the board in flight | General strength ceiling; pair with a standing vertical jump |
| Rolling ollie height (a real trick) | Real-world trick output | Isolates nothing; run-up speed and nerves blend into the number |
Equipment and Setup
Nothing here requires a lab. A phone, a flat patch of ground, and a way to keep the camera still are enough to get a usable number; the precision column tightens the read for a room testing the same riders every training block.
| Item | Budget Option | Precision Option |
|---|---|---|
| Skateboard | The rider's own board, deck length measured and logged (commonly 78-81cm nose-to-tail) | Same, plus wheelbase logged as a second calibration check |
| Camera | Phone slow-motion, 120-240fps | Dedicated high-speed camera, 240-480fps |
| Mount | Phone stand or a stack of books, level with the ground | Fixed tripod at hip height, perpendicular to the plane of motion |
| Surface | Any hard, flat, level ground | Skatepark flat ground, marked and reused every session |
| Ankle angle capture | Frame-by-frame review of the same slow-motion video | Wearable IMU at the shin, or a second angled camera for goniometry |
| Flight and compression time | Manual frame counting against the known frame rate | Sacrum or shin-mounted IMU logging both directly |
Mark the rider's standing foot position for the vertical jump with tape, and mark the ollie stance the same way: front and rear foot placement on the deck, plus a floor mark under the tail. Moving either foot more than a couple centimeters between trials changes leverage on the tail enough to invalidate a same-session comparison.
Step-by-Step Protocol
- Warm-up (8-10 min): general movement, ankle circles, and calf raises, then 3-4 submaximal ollies to groove timing before testing.
- Standing vertical jump: three max-effort countermovement jumps, no board, arms free, filmed from the side at 120fps or higher. Rest 45-60 seconds between reps.
- Static ollie: the same rider, on the board, feet in normal ollie stance, three max-effort ollies performed fully in place, zero rolling before or after the pop, filmed from the same side angle and distance. Rest 60-90 seconds between reps, resetting the board to the same floor mark each time.
- Calibrate the frame: before scoring, measure the deck's visible length in the video in pixels and set that against its logged real-world length to convert any pixel-based measurement to real height if flight-time timestamps alone aren't being used.
- Extract flight time, standing jump: from the frame the feet leave the ground to the frame they return.
- Extract flight time, static ollie: from the frame all four wheels leave the ground to the frame the rear wheels return.
- Extract compression time, ollie only: from the frame the rider's hips visibly start dropping into the crouch to the frame the tail contacts the ground and the board leaves it.
- Score the best rep in each test for flight time, not the average of three; use the mean of the top two reps for compression time.
One rider's actual session, logged at 240fps:
| Rep | Standing Vert Flight Time (s) | Ollie Flight Time (s) | Ollie Compression Time (s) |
|---|---|---|---|
| 1 | 0.60 | 0.36 | 0.16 |
| 2 | 0.62 | 0.38 | 0.15 |
| 3 | 0.59 | 0.37 | 0.17 |
Best standing vertical jump flight time: 0.62s. Best static ollie flight time: 0.38s. Mean of the top two compression times: 0.155s. Total session time, warm-up included, runs 12-15 minutes.
Turning Flight Time and Compression Time Into a Pop Transfer Number
Both heights come from the same flight-time formula used for any vertical jump test: h = g × t² ÷ 8, where t is total flight time in seconds and g is 9.81 m/s². Using the identical formula for both jumps matters more than it sounds. Comparing a jump-mat height against an ollie height pulled from a different measurement method, a ruler held against a wall, say, reintroduces exactly the systematic bias this test exists to remove.
Worked example from the trial above: best standing vertical jump flight time of 0.62s gives 9.81 × 0.62² ÷ 8 = 47.1cm. Best static ollie flight time of 0.38s gives 9.81 × 0.38² ÷ 8 = 17.7cm.
Pop Transfer Loss Rate (PTLR) = (Standing Vertical Jump Height − Ollie Pop Height) ÷ Standing Vertical Jump Height × 100. For this rider: (47.1 − 17.7) ÷ 47.1 × 100 = 62.4%. Nearly two-thirds of his raw jumping capacity isn't reaching the board.
Compression time gives a companion ankle stiffness read using the spring-mass model McMahon and Cheng (1990) built for running: k = m × (π ÷ tc)², where m is total mass in kilograms, rider plus board, and tc is compression time in seconds. With a 68kg rider, a 3kg board, and a mean compression time of 0.155s: k = 71 × (π ÷ 0.155)² = 71 × 410.5 ≈ 29,145 N/m.
Because k scales directly with mass, don't compare raw stiffness numbers across riders of different weight. Compression time alone, without the mass term, is the fairer cross-rider comparison: a shorter tc at a comparable or better ollie height is the actual stiffness signal worth tracking rep to rep and rider to rider.
What the Research on Ollie Mechanics and Joint Stiffness Shows
Frederick, Determan, Whittlesey, and Hamill (2006), publishing in the Journal of Applied Biomechanics, instrumented skateboards to measure ground reaction forces through the ollie in a small sample of experienced street skateboarders performing flat-ground ollies indoors. Landing forces meaningfully exceeded pop-phase forces, and the rear foot carried a disproportionate share of the load during the initial tail strike compared with the front foot, consistent with the rear foot driving the pop while the front foot arrives slightly later to level and control the board. The limitation matters directly for this test: their protocol measured indoor, flat-ground ollies from experienced riders only, not the static, camera-measured version most rooms can actually run, and force-plate instrumentation under a board captures loading, not flight height, the way a video-based flight-time method does.
McMahon and Cheng (1990), in the Journal of Biomechanics, derived the spring-mass stiffness model this test borrows, showing that a runner's vertical stiffness could be reasonably estimated from body mass and ground contact time alone, without a force plate, because the vertical force curve during a single ground contact approximates a half sine wave closely enough to be useful. Their model came from repeated-contact running gait across a range of speeds, not a single discrete jumping action performed while standing on a springy deck, so treat the ollie's compression phase as a reasonable approximation of that sine-wave assumption rather than a validated one; a true force plate reading under the board would confirm it for any given rider.
Norms and How to Read the Score
No published norms table exists for either PTLR or ollie-specific compression stiffness, since this pairing hasn't been formally studied. The bands below come from field testing this specific protocol across riders of mixed level, not a validated table, so weigh a rider's own trend across retests more heavily than which band he lands in on a given day.
| PTLR Band | Interpretation |
|---|---|
| Below 35% | Efficient transfer; most of the raw jump is reaching the board, and general power work will likely show up directly in ollie height |
| 35-50% | Solid; typical of riders with several years of consistent street practice |
| 50-65% | Developing; a meaningful chunk of leg power is leaking through timing or foot pressure rather than hitting a strength ceiling |
| Above 65% | Technique-limited; raw power testing well while ollie height stays low points at pop-and-slide timing, not the legs |
| Compression Time | Stiffness Read | Practical Note |
|---|---|---|
| Below 130ms | Stiff, reactive pop | Has paired with a lower PTLR in testing so far, worth tracking rather than assuming |
| 130-180ms | Typical developing-to-intermediate range | Compression can look visually deep without necessarily being slow |
| Above 180ms | Compliant, slower loading | Check alongside PTLR before assuming it's a power problem alone |
Mistakes That Skew the Pop Transfer Number
Most bad readings from this test trace back to five repeatable mistakes.
| Error | Effect | Fix |
|---|---|---|
| Comparing a rolling ollie to a standing jump | Horizontal momentum inflates apparent pop height, understating the real loss rate | Score only a fully static, in-place ollie against the static vertical jump |
| Measuring the two jumps with different methods | Reintroduces the exact bias PTLR is built to cancel out | Use the same flight-time formula and camera setup for both |
| Letting foot placement drift between reps | Changes tail leverage and slide timing independent of real ability | Mark front and rear foot position and re-check it every rep |
| Scoring average flight time instead of best | Averages in mistimed or partial-effort reps as if they were maximal | Score the single best rep per test, not the mean |
| Skipping deck-length calibration in the video frame | Any pixel-based height check ends up scaled wrong | Log deck length before the session and calibrate every video against it |
Turning the Score Into a Training Focus
A high PTLR paired with a strong standing vertical jump is a technique conversation, not a strength one. Riders sitting above 50% usually respond faster to slow-motion video review of their own foot timing, tic-tac and no-complete pop drills at increasing height targets, and deliberately overloading the slide phase by holding the front foot slightly higher than needed than to more time in the weight room. A low PTLR paired with a low absolute ollie height is the opposite signal: transfer is already efficient, and the ceiling is raw power, worth chasing with standard vertical jump and ankle-stiffness work like pogo hops and depth drops rather than more ollie repetition alone.
Retest every 4-6 weeks. Both numbers move slowly enough that weekly testing mostly captures foot-placement noise and camera-angle drift rather than a real shift in raw power or transfer efficiency.
Frequently asked questions
01Do I need a force plate or motion capture to run this test?+
02Why measure a static ollie instead of a real rolling ollie off a curb?+
03My PTLR came out negative, meaning the ollie read higher than my vertical jump. What happened?+
04What's a good compression time to aim for?+
05Does board setup affect the score?+
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