Should load rise across my blocks before a peak?
In 46 elite sprint swimmers (105 seasons), the fastest pattern had load rising into the second macrocycle and a peak ~5 weeks out; flat, falling load went slowest. Observational.
Hellard and colleagues analysed the training records of 127 elite swimmers (60 men, 67 women; 46 sprint, 81 middle-distance) followed for a median of 3 seasons between 1992 and 2012, 289 swimmer-seasons in all.
For each, they took the 25 weeks before the season's best performance, scored each week's swimming by lactate intensity and its dryland work as a percentage of that swimmer-season's heaviest week in the same category, averaged the five normalised categories into a weekly total training load, and grouped the load curves with latent class mixed models.
Across the cohort 86-90% of swimming was at or below 4 mmol/L (40-44% below 2 and 44-46% between 2 and 4), 6-9.5% at 4-6 mmol/L and 3.5-4.5% above 6 mmol/L.
Among sprinters, three patterns emerged: Long (53% of swimmer-seasons) — two macrocycles, load rising from the first to the second, moderate week-to-week variation (6 ± 3%) and more training at ≤ 4 and > 6 mmol/L — swam fastest (6.0 ± 3.1% off the mean of the year's ten best world times), ahead of Balanced (6.8 ± 3.5%, P = 0.31) and Stable Flat (7.4 ± 2.9%, P < 0.05), a flat, high-volume pattern with load falling between the halves and the most 4-6 mmol/L work.
Among middle-distance swimmers, four patterns differed in performance by amounts that did not reach significance. The authors recommend macrocycles of about 15 weeks with progression between them, a load peak about 3-5 weeks before the major competition and little 4-6 mmol/L work.
Our reading: a large, real-world data set that supports "build the second macrocycle on the first, do not let it sag", but the patterns also tracked the Olympic cycle in which they were recorded, most swimmers changed pattern from one season to the next, only one performance contrast reached significance, and the paper gives several different numbers for the macrocycle length and the peak.
Protocol
Key Results
| Pattern (sprint, 105 swimmer-seasons) | Share | Performance, % off world top-10 | Week-to-week variation | First to second half | Peak in second macrocycle (Table 1) |
|---|---|---|---|---|---|
| Long | 53% (56) | 6.0 ± 3.1 (fastest) | 6 ± 3% | progressive | 5 weeks before |
| Balanced | 24% (25) | 6.8 ± 3.5 (P = 0.31 vs Long) | 8 ± 6% | degressive | 10 weeks before |
| Stable Flat | 23% (24) | 7.4 ± 2.9 (P < 0.05 vs Long) | 4 ± 3% | degressive | 8 weeks before |
| Pattern (middle-distance, 184 swimmer-seasons) | Share | Performance, % off world top-10 | Week-to-week variation | First to second half | Peak in second macrocycle (Table 3) |
|---|---|---|---|---|---|
| Balanced | 25% (47) | 5.8 ± 3.4 (fastest) | 6 (6)% | progressive | 9 weeks before |
| Stable Flat | 20% (36) | 5.9 ± 3.4 | 6 (5)% | degressive | 3 weeks before |
| Long | 36% (66) | 6.3 ± 3.0 | 6 (5)% | progressive | 6 weeks before |
| Short | 19% (35) | 7.3 ± 4.7 (P < 0.10, 0.13 and 0.18 vs Balanced, Stable Flat, Long) | 8 (8)% | degressive | 6 weeks before |
Mechanisms
Practical Application
Limitations
How this entry was checked and changed
observational cohort below the rubric's 200-participant mark for B+ (127 swimmers; the sprint analysis rests on 105 swimmer-seasons from 46 swimmers), exploratory, with no correction for multiple comparisons; read from the full text (open access, CC BY 4.0)