Int J Sports Med 1999; 20(2): 114-117
DOI: 10.1055/s-2007-971103
Training and Testing

© Georg Thieme Verlag Stuttgart · New York

The Ventilatory Threshold, Heart Rate, and Endurance Performance: Relationships in Elite Cyclists

A. R. Hoogeveen, G. Schep, J. Hoogsteen
  • Sint Jospeph Hospital, Veldhoven, The Netherlands
Further Information

Publication History

Publication Date:
08 March 2007 (online)

The purpose of this study was to investigate the validity of the ventilatory response during incremental exercise as indication of endurance performance during prolonged high-intensity exercise under field test conditions in elite cyclists. The ventilatory threshold (VT) was assessed in 14 male elite cyclists (age 22.4±3.4 years, height 181±6 cm, weight (69.2±6.8 kg, VO2max 69±7 ml·min-1·kg-1) during an incrememtal exercise test (20 W-min-1). Heart rate and oxygen uptake were assessed at the following ventilatory parameters: 1. Steeper increase of VC02 as compared to V02 (V-slope-method); 2. Respiratory exchange ratio (RQ) = 0.95 and 1.00; 3. VE/V02 increase without a concomitant VE/VC02 (VE/V02 method). Three weeks following the laboratory tests, the ability to maintain high-imtensity exercise was determined during a 40 km time trial on a bicycle. During this time trial the mean heart rate (HRTT) and the road racing time (TT) were assessed. The V-slope-method and the VE/V02 method showed significant correlations with TT (V-slope: r = -0.82; p<0.001; 90 % interval of confidence =±82sec; VE/ VO2:r = -0.81; p<0.01; 90 % interval of confidence =±81 sec). Heart rate at the ventilatory parameters and at tine maximum heart rate (HRmax) showed significant correlatioms with HRTT. The V-slope-method is the preferred method to predict heart rate during prolonged high-intensity exercise (r = 0.93; p< 0.0001; 90 % interval of confidence:±4.8 beats·min-1). For predicting heart rate during prolonged high-intensity exercise using an incremental exercise test (20 W-min-1), without the knowledge of ventilatory parameters, we recommend using the regression formula: HTT = 0.84·Hmax ± 14.3 beats·min-1 (r = 0.85; p< 0.001).

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