The Effect of Tether Speed on Muscle Activation and Recruitment Patterns

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The Effect of Tether Speed on Muscle Activation and Recruitment Patterns Dr.Casey Lee Dr. Adrian Burden and Dr. Carl Payton Manchester Metropolitan University, UK May 1-4, 2013

INTRODUCTION Power can be defined as the rate at which work is done by a muscle or group of muscles(knudson, 2009). Swimming speed is highly dependent on the swimmer s ability to produce enough power to overcome drag. No standardised test to monitor power development in swimmers. The most well established swimming ergometer is the swim bench(swaine, 2000). Movement on the swim bench does not elicit the same muscle activation levels and coordination patterns as free swimming(olbrecht& Clarys, 1983).

INTRODUCTION Fully tethered swimming presents a high level of muscle specificity to free swimming (Bollens et al., 1988). Semi-tethered swimming (Costill et al.,1986): Higher ecological validity than fully tethered swimming. Calculate power(force x Velocity). Muscle specificity when swimming on semi-tethered ergometers has not been examined.

AIMS AND HYPOTHESES Aims Establish whether: 1) muscle activity and, 2) muscle recruitment patterns differ between free swimming and semi-tethered swimming, at various tether speeds. Hypotheses As tether speed increases: 1) the level of muscle activity and, 2) muscle recruitment patterns will match more closely to those found during free swimming.

Participants METHOD Five highly trained male swimmers with a physical impairment (age 25.4 ± 6.7 years; height 1.58 ± 0.28 m; mass69.0±14.7kg). Each swimmer represented a different IPC Class (S5, S6, S8, S9,S10). Members of the British Disability Swimming World Class programme.

METHOD Calculation of Power Isokinetic Tethered Swimming (ITS) Ergometer. Feeds an inelastic tether out at a predetermined speed. Swimmers are attached via a waist belt. Power (W)= Tether force (N) Tether speed (m s -1 ). Protocol Five maximum effort trials. Fourtether speeds: 0% (fully tethered), 30%, 50% and 70% of maximal swimming speed (SS MAX ). One trial performed as free swimming.

METHOD Electromyography (EMG) Pectoralis Major (clavicular portion) Pectoralis Major (sternal portion) Trapezius (upper) Posterior Deltoid Anterior Deltoid Biceps Brachii Ticeps Brachii (long head) Latissimus Dorsi

METHOD Muscle Activity: Data were normalised as a percentage of the average peak activity recorded during the fully tethered trial. Muscle Recruitment: Threshold analysis was used to examine onset and duration of muscle activation.

METHOD Difference (%) in the onset and duration of muscle activation between free swimming and each tether speed setting. Values were categorised as being either identical (0-5%), similar (5-10%) or different(>10%) to free swimming.

RESULTS Muscle Amplitude As tether speed increased, muscle activity decreased (with the exception of the posterior deltoid and trapezius). Lowest muscle activity was recorded during free swimming. 120 Biceps Brachii 160 140 Delt (Post) Muscle Activity (% of Fully Tethered Swimming) 100 80 60 40 20 120 100 80 60 40 20 0 Fully 30 50 70 Free Trial 0 Fully 30 50 70 Free Trial

Muscle Recruitment RESULTS The onset and duration of muscle activations were identical or similar to free swimming.

DISCUSSION The amplitude and muscle recruitment patterns elicited when swimming on the ITS Ergometer are highly specific to those during free swimming. Higher muscle activity at slower tether speeds is likely due to: Restricted forward progression. Greater proportion of the arm involved in propulsion. Tether speed of 70% SS MAX elicited muscle amplitudes and recruitment patterns closest to those of free swimming. The ITS Ergometer is a suitable tool for training and monitoring power in swimmers with a physical impairment.

Any Questions?

REFERENCES Bollens, E., Annemans, L., Vaes, W., & Clarys, J. P. (1988). Peripheral EMG comparison between fully tethered and free front crawl swimming. In B. E. Ungerechts, K. Wilke & K. Reischle(Eds.), Swimming Science V. Champaign, ILLINOIS: Human Kinetics. Costill, D. L., Rayfield, F., Kirwan, J., & Thomas, R. (1986). A Computer Based System For The Measurement of Force and Power During Front Crawl Swimming Journal of Swimming Research, 2(1), 16-19. Knudson, D. V. (2009). Correcting the use of the term 'power' in the strength and conditioning literature. The Journal of Strength and Conditioning Research, 23(6), 1902-1908. Olbrecht, J., & Clarys, J. P. (1983). EMG of specific strength training exercises for the front crawl. In A.P. Hollander, P.A. Huijing & G. de Groot (Eds.), Swimming IV (pp.136-141). Baltimore: University Park Press. Shionoya, A., Shibukura, T., Koizumi, M., Shimizu, T., Tachikawa, K., Hasegawa, M., & Miyake, H.(1999). Development of Ergometer Attachment for Power and Maximum Anaerobic Power Measurement in Swimming. Applied Human Science, 18(1), 13-21. Swaine, I. L. (2000). Arm and leg power output in swimmers during simulated swimming. Medicine and Science in Sports and Exercise, 32(7), 1288-1292.

RESULTS Power External Power Effective Power (external power + power to overcome drag) 120 * 100 * Power (W) 80 60 * * 40 20 0 20 30 40 50 60 70 80 Tether Speed Setting (% of SS MAX )

Total Power External Power Effective Power (external power + power to overcome drag) Total Power 120 Power (W) 100 80 60 40 20 0 20 30 40 50 60 70 80 Tether Speed Setting (% of SSMAX)

Threshold Analysis-Results

DISCUSSION Swimmers were asked to swim maximally in each trial. Power should remain constant. Discrepancy between muscle amplitude and effective power may be due to the final element of power which was not accounted for; power lost to the water. Total Power = External + Overcome Drag + Lost to the Water During slower tether speeds the hand repeatedly pulls through the same fast flowing water. Assuming power output of the swimmer remained constant, it appears the slower the tether speed, the greater is the power lost to the water.

Estimating Power to Overcome Drag Power to Overcome Drag Estimated using measures of passive drag ( = ). Towed on the surface of the water at 1.5 m s -1. The constant () was then calculated to estimate the drag force acting on the swimmer during the semi-tethered trials (= / 1.5 2 ). The sum of the external power and the power to overcome drag was termed the effective power.