Abstract

To assess the concurrent and predictive validity of the 3-minute all-out test (3MT) against conventional methods (CM) of determining critical speed (CS) and curvature constant (D') and to examine the test-retest reliability of the 3MT in highly trained swimmers. Thirteen highly trained swimmers (age 16 [2]y, weight 64.7 [8.5]kg, height 1.76 [0.07]m) completed 4 time trials and two 3MTs over 2 wk. The distance-time (DT) and speed-1/time (1/T) models were used to determine CS and D' from 4 time trials. CS3MT and [Formula: see text] were determined as the mean speed in the final 30 s of 3MT and as the speed-time integral above CS, respectively. CS3MT (1.33 [0.06]m·s-1) did not differ from CSCM (1.33 [0.06]m·s-1, P > .05) and correlated nearly perfectly with CSCM (r = .95, P < .0001). [Formula: see text] (19.50 [3.52]m) was lower than [Formula: see text] (23.30 [6.24]m, P < .05) and [Formula: see text] (22.15 [5.75]m, P = .09). Correlations between [Formula: see text] and [Formula: see text] were very large (r = .79, P = .002). CS and D' between the two 3MT trials were not different (CS mean change = -0.009m·s-1, P = .102; D' mean change = 0.82 m, P = .221). Correlations between the two 3MT trials were nearly perfect and very large for CS (r = .97) and D' (r = .87, P < .05), respectively, with coefficients of variation of 0.9% for CS and 9.1% for D'. The 3MT is a valid protocol for estimation of CS and produces high test-retest reliability for CS and D' in highly trained swimmers.

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