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Swimming Pace Calculator (per 100 m / 100 yd)

Swim pace is standardised as time-per-100 — either 100 m or 100 yd — and is the universal currency of masters, NCAA, triathlon and FINA training and racing. Enter total swim time and distance (metres or yards); the tool returns pace per 100 m and per 100 yd, average speed in m/s and km/h, and a linear projection to common race distances (50 m sprint, 200 IM, 400 / 800 / 1500 m freestyle, the 1650 yd US mile). Useful for setting training intervals, estimating Critical Swim Speed (CSS), or pacing a race the morning of.

Common distances

Pace per 100 m

Standard FINA training metric.

Pace per 100 yd

Standard for US NCAA / USMS short-course pools.

Average speed (m/s)

Average speed (km/h)

Projected times at this pace

Distance Projected time

Linear extrapolation — short sprints (50–100 m) tend to be over-estimated; long distances (1500 m+) under-estimated, because of technique and fatigue curves.

1 yd = 0.9144 m (international yard). 1500 m ≈ 1640.4 yd; 1650 yd ≈ 1509 m (NCAA "swimmer's mile").

Formula

pace(per 100 m) = total seconds × 100 ⁄ distance(m) 1 yd = 0.9144 m

Frequently asked

I just did 1500 m in 30:00 (pace 2:00/100m) — what level is that?

A 2:00/100m 1500 m sits at the "early-stage masters / recovery-fitness" band — just above the threshold of "can complete a mile test". For context: (1) total non-swimmer with no training: 2:30–3:00/100m freestyle; (2) entry-level masters or mid-pack triathlete: 1:45–2:15/100m; (3) committed masters (3–4 sessions/week): 1:30–1:45/100m; (4) NCAA Division III men: ~1:00–1:05/100yd long course; (5) Olympic / world-championship level: ~53–55 s/100m; (6) the SCM 50 m freestyle WR (Dressel 2019) is 20.16 s, i.e. 40.3 s/100m sprint pace. With 30:00 for 1500 m, the high-leverage next move is a 400 + 200 m time trial to estimate CSS (~1:45–1:50/100m), then build aerobic sets like 5×400 m or 10×200 m at CSS, and re-test the 1500 m in six weeks — most swimmers drop 2–4 minutes. Technique (catch, body roll, kick discipline) usually delivers more than raw fitness work in this range.

I swim 1:30/100yd in SCY — what pace should I expect in LCM?

Two-step conversion. (1) Unit: 1:30/100yd × (100 m / 91.44 m) = 1:38.4/100m — pure linear. (2) Pool-length adjustment: a 50 m pool has one turn per 100 m vs three turns in a 25 yd pool, losing ~1–2 s/100m of push-off momentum. So a 1:30 SCY swimmer typically lands at 1:40–1:43 in LCM. Sprinter-type swimmers (who rely heavily on starts and turns) widen this gap; pure middle-distance freestylers narrow it. Useful test: do an all-out 50 m sprint in both pools and compare the 25 m-mark splits — that gives you a personal turn-benefit estimate. Competitive NCAA swimmers maintain two separate PR sets (SCY vs LCM) and LCM is typically 4–6% slower for the same event.

How accurate is taking my 100 m pace × 15 to predict 1500 m?

Pure linear extrapolation systematically under-predicts long-distance times because pace genuinely slows as distance grows (lactate buildup, technique decay, energy-system shift). The empirical fix is the Riegel formula T₂ = T₁ × (D₂ ⁄ D₁)^1.06 (originally for running; in swimming the exponent ranges 1.04–1.06 by event and level). Example: a 1:10 / 100 m sprint × 15 = 17:30 linear; Riegel gives 1:10 × (1500/100)^1.06 ≈ 1:10 × 16.97 = 19:48. NCAA and Olympic swimmers actually post 100m-to-1500m ratios between 14× and 17×, sitting between the two estimates. The all-out 100 m is a poor predictor for 1500 m; a 400 m TT predicts 1500 m far better (the exponent drops near 1.02). Practical recipe: (1) the most accurate forecasting uses two TTs at different distances (the CSS method); (2) anchor on a 400 m TT rather than a 100 m sprint; (3) treat pure linear projection as a sanity check, not a number to train against.

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