Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serbian Journal of Sports Sciences 2009, 3(4): 157-164, www.sjss-sportsacademy.edu.rs UDC 796.217.012.35 796.41.012.35 ISSN 1820-6301 ID 171116044 Serb J Sports Sci 3(4): 157-164 Original article Received: 19 May 2009 Accepted: 26 Sept 2009 THE EFFECT OF MOVEMENT RHYTHM ON PERFORMANCE IN SYNCHRONIZED SWIMMING AND GYMNASTICS Liletta Chairopoulou Department of Physical Education and Sports Science, University of Athens, GREECE. Abstract Performance efficiency for repetitive arm movements in synchronized swimming and gymnastics on apparatus was measured to find if there was a relationship between the two similar sports in terms of personal rhythm. Ten gymnasts and ten synchronized swimmers aged 10.6 and 10.9 years were tested in three different rhythms (slow, personal and fast) while holding a lever arm. The movement was flexion-extension in the vertical plane. The mean personal rhythms were not statistically different between the two groups of athletes (2-tailed t test). The work produced was measured to test the effect of rhythm on efficiency. The overall Multivariate test (2-way repeated measures ANOVA) was found to be statistically significant. The greatest efficiency was achieved during the slow rhythm, with ~68% of the max work produced. It is suggested that slow rhythms are more efficient for performance and learning in young athletes. With such athletes, rhythm plays a very important role in the performance of a simple motor task of flexion-extension of the arm. Work produced is directly related to the movement rhythm, and performance is increased when movement rhythm is slow and suited to the general motor framework of the child. Key words: Motor skill, rhythm, gymnasts, synchronized swimmers INTRODUCTION Previous research shows an important relationship [28] between personal rhythm and efficiency of movement in simple repetitive movements of the upper arm [1, 10, 24, 25, 26, 27] and in energy expenditure in walking [4, 11]. Additionally, evidence on the control of movement suggests that movement organization follows the pattern of a pendulum when one arm is synchronized with the other in one or more people [2, 3, 10, 15, 18, 19, 20, 21, 22, 31, 32]. In synchronized swimming, it is very important to identify the criteria that affect the accuracy and synchronization for the solo, duet and team events. Specifically in swimming, performance varies in pacing between preliminaries and finals and sometimes coaches might advise either a positive or an even pace race strategy during the finals [30]. Pacing is a very important factor in competitive swimming and synchronized swimming performance. Recently, Thompson et al [29], observed that in breaststroke swimming an individually chosen stroke rate length was adopted in order to achieve a particular swimming speed. No significant differences were found between the three rhythms (personal, slow and fast) for male and female swimmers and non swimmers. In contrast to previous research, it was observed that slow movements were more efficient than fast or preferred ones. A statistically significant difference was found in sex, where male athletes were more efficient than female athletes in slow rhythms [23]. The relationship between gymnastics on apparatus and synchronized swimming has been found to be very important in previous research. The two sports share related coaching procedures, figures and flexibility [9]. Additionally, it is very important to find the relationship between gymnastics on apparatus and synchronized swimming, when one arm moves while holding the lever arm, for 157 Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serb J Sports Sci 3(4): 157-164 children 10 to 12 years old, since it is at this young age that most of the selection and sport specialization is done. Performance efficiency is the ratio of energy expended during a movement to the work produced. Additionally, personal rate (or pace) of a subject is the most comfortable rate of moving the limb for long periods of time. The purpose of this study was to compare performance efficiency between athletes in synchronized swimming and gymnastics on apparatus in an attempt at better evaluation of the efficiency of performing a single motor action of the upper arm. The extent to which an individually chosen tempo affects motor performance was investigated in a simple arm flexion-extension action in the vertical plane. The selection process in synchronized swimming includes a great number of gymnasts. It is therefore necessary to derive the criteria based on the personal rate of moving the limb that is common to both sports. MATERIALS AND METHODS SAMPLES Twenty athletes (10 gymnasts and 10 synchronized swimmers) with the mean age of 10.6 and 10.9 years were included in the study. The athletes had been competitive for three or more years. They belonged to Greek competitive clubs for gymnastics or synchronized swimming respectively and took part in high level national championships and international competitions. The subjects were volunteers and their parents have signed a consent form for participation to this study (Table 1). Table 1. Descriptive statistics of physical characteristics of subjects Variable Age Weight(Kg) Height(cm) Mean 10.9 32.5 141.4 SD 0.5 3.7 7.4 Range 10.0-12.0 25.0-40.0 133.0-153.0 PROCEDURE AND MEASUREMENTS Each athlete was individually tested in the Laboratory for Swimming in the Department of Physical Education of the University of Athens. Upon arriving to the lab, athletes received instructions and were given the chance to practice with the lever arm. The task was to wait for the signal “go” while listening 0 to a metronome; then they moved the lever arm through a 65 flexion in the reverse direction, followed 0 by a 65 extension to the starting position in the required movement time. The metronome was set to emit audio sounds at a rate correspondent to the subject's personal movement time, 20% faster and 20% slower rates. The subject was asked to concentrate on the metronome and begin the task as soon as the signal was given. It was emphasized that this was not a reaction time task and that the signal “go” only indicated that the computer was ready to accept another trial. A 30 sec rest interval was given after every fifth trial to eliminate local fatigue. APPARATUS The lever arm was designed and manufactured in collaboration with National Technical University of Athens. This apparatus was made from a vertically placed aluminium lever 57 cm in length and 5 cm in width, mounted on a table. The lever was fitted with a D-shaped handle so that it was easy to grasp with the palm. The lever was equipped with an electronic dynamometer to record forces exerted by the arm during the motion. Additionally, a potentiometer was secured to the bottom of the axle in order to record displacement data [12, 14, 16, 17]. The lever was serially interfaced with a PC type computer system for data collection. Figure 1 shows the position of the subject while holding the lever arm. The movement was a 130 degree flexion-extension in the vertical plane with shoulder rotation. G trial consisted of six repetitions in the vertical plane; six trials from each movement time (personal, fast, slow) were performed with a total of 36 repetitions per movement time. In the first part of the study, the subject's personal rhythm was recorded using the procedure described by Smoll & Schultz [28]. Personal rhythm was defined as the most convenient and efficient speed that the movement could be performed by the subject. Personal rhythm was defined [28] as the mean of 25 repetitions of a flexion158 Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serb J Sports Sci 3(4): 157-164 extension movement without an auditory cue. In the second part of the study, the subject had to practice at three movement speeds, personal, 20% faster than personal, and 20% slower than the personal. The movement speeds were randomly assigned to each subject. Each movement trial was performed in time to an auditory metronome. Feedback in terms of movement efficiency was given after each trial as: Movement efficiency = mechanical work/muscular torque Mechanical work = LFds+ LNdO Where: T = Torque, O = Angular acceleration, ds = distance, dO = Angular distance, F = Force [13], MT = Movement time The subject had to synchronize the movement with the auditory cue at the beginning and the end of movement. A total of 36 movements were performed for each movement speed. Figure 1. The subject and the experimental equipment MOTION ANALYSIS The data were entered into the computer through a straight connection. Lab View data software was used to calibrate and filter the data. This data processing software was specially designed for this experiment by Nelematic PQP Company. The energy expended while doing the movement was computed by the program. The work produced by the subject is defined as the integral of the force/time curve. STATISTICAL ANALYSIS The independent variables of this experiment were the type of sport (gymnastics or synchronized swimming) and the rhythm (fast, personal or slow).The dependent variable was the work produced during the movement. G 2 x 3 ANOVA with repeated measures was used to statistically analyze the data. Post-hoc pairwise comparisons between the three rhythms were performed using Tukey and Bonferroni techniques. For testing the effect of rhythm on the work produced, an ANOVA design with repeated measures was performed using the EXCEL Statistical package. RESULTS Table 1 shows the descriptive statistics of physical characteristics of the subjects. The first step was to compare and contrast the personal rhythms used by the two groups of athletes. The mean personal rhythm for gymnastics was found to be 47.25±6.62 sec, where for synchronized swimmers it was 49.30±12.38 sec. G 2-tailed t test showed no statistical differences between the two groups 159 Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serb J Sports Sci 3(4): 157-164 (gymnasts: 47.3±6.6, synchronized swimmers: 49.3±12.4; t = 0.462, p = 0.650). Table 2 shows the data of the personal rhythms for the 20 subjects used in this experiment. Table 2. Personal rhythms for the 20 Gymnasts and Synchronized swimmers (in sec) Subjects Gymnasts 1 2 3 4 5 6 7 8 9 10 MEAN SD 40.00 46.16 40.00 40.54 53.58 54.55 44.65 59.20 46.52 47.25 47.25 6.62 Synchronized swimmers 51.29 50.42 41.96 65.22 49.59 40.00 75.00 34.49 40.54 44.45 49.30 12.38 The Overall Multivariate test was found to be statistically significant for the three rhythms (slow, personal, fast) F(3,36)=97.47; p<0.001. Figure 2 shows the relationship between the work produced and the rhythm, expressed as average values for the whole sample. Post-hoc tests (Tables 3 & 4) found statistically significant differences between slow versus personal and between slow versus fast rhythms. There were no statistically significant differences between personal and fast rhythms. The greatest efficiency in the work produced was noticed during the slow rhythm at approximately 68% of the max work produced. No statistical differences were found between repetitions and rhythm (Figure 5). It can be seen in Figure 5 that there was no effect on learning through the whole practice. Figure 6 shows the relationship between rhythm and the work produced over trials. It can be seen that there was a learning effect after the first trial because the task was very easy to learn. Work & Rhythm Relationship 80 Work (Jouls) 70 60 50 40 30 Personal Slow Fast 55.02 69.1 48.9 Rhythm (sec) Figure 2. Relationship between Work & Rhythm 160 Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serb J Sports Sci 3(4): 157-164 Table 3. Post-hoc Tukey test between rhythms (preferred=personal) (I)Variable personal slow fast Multiple Comparisons; Measure: work; Tukey HSD Mean Std. 95% Conf. Int. (J)Variable Sig. Difference (I-J) Error Lower Bound Upper Bound slow -13.79* 3.55 0.001 -22.34 -5.24 fast 5.72 3.55 0.249 -2.82 14.27 personal 13.79* 3.55 0.001 5.24 22.34 fast 19.51* 3.55 0.000 10.96 28.06 personal -5.72 3.55 0.249 -14.27 2.82 slow -19.51* 3.55 0.000 -28.06 -10.96 Based on observed means * The mean difference is significant at the .05 level. Table 4. Post-Bonferroni technique between rhythms (preferred=personal) (I)Variable personal slow fast (J)Variable slow fast personal fast personal slow Pairwise Comparisons. Measure: work Mean Std. 95% Conf. Int. Sig. Difference (I-J) Error Lower Bound Upper Bound -13.79* 3.55 0.001 -22.55 -5.03 5.72 3.55 0.338 -3.04 14.48 13.79* 3.55 0.001 5.03 22.55 19.51* 3.55 0.000 10.75 28.27 -5.72 3.55 0.338 -14.48 3.04 -19.51* 3.55 0.000 -28.27 -10.75 Based on estimated marginal means * The mean difference is significant at the .05 level. 80.00 75.00 Work (Joule) 70.00 65.00 60.00 55.00 50.00 45.00 40.00 Trial_1 Trial_2 Trial_3 Trial_4 Trial_5 Trial_6 Personal 59.76 54.01 53.32 54.23 55.15 53.98 Slow 57.35 70.66 74.27 70.47 74.70 65.75 Fast 49.66 48.68 50.59 49.47 49.39 48.35 Trials (sec) Figure 5. Relationship between Repetitions & Rhythm 161 Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serb J Sports Sci 3(4): 157-164 80.00 Work (Joule) 75.00 70.00 65.00 60.00 55.00 50.00 45.00 Personal (s) Slow (s) Fast (s) Trial_1 59.76 57.35 49.66 Trial_2 54.01 70.66 48.68 Trial_3 53.32 74.27 50.59 Trial_4 54.23 70.47 49.47 Trial_5 55.15 74.70 49.39 Trial_6 53.98 65.75 48.35 Rhythm (Type) Figure 6. Relationship between Work Produced & Rhythm overall trials DISCUSSION AND CONCLUSIONS This study confirms previous results of experimental work done with young athletes aged 10 to 12 years for synchronized swimming and gymnastics on apparatus [9]. The gymnasts and synchronized swimmers used the same type of rhythm during the simple movement of the arm. The mean speed of movement was between 34 and 75 movements per second. This result confirms previous data used in other experiments with adult athletes [5, 6, 7, 8, 9], where again no statistical difference was found between synchronized swimmers and gymnasts. Personal rhythm plays a very important role in synchronized swimming. For training purposes the coach should consider using the athletes' personal rhythm more often and introducing individuality to the training. Additionally, the fact that no statistical differences were found between synchronized swimmers and gymnasts in their personally chosen rhythm might suggest that there were similarities between the two sports based on speed of movement for young athletes. Probably the types of movements and specific rhythmic training could be shared by the coaches alternatively between the two sports to encourage variability in practice. Greater performance efficiency was observed under the slow rhythm than under the fast or the personal one (Figure 6). Previous work along this line suggests certain rhythmical frequencies under which the work produced is maximized [1, 5, 11, 24, 27]. Specifically, we observed that performance was maximized under the slow condition for all trials except the first, where the subjects were more efficient under the personal rhythm. Probably the subjects found the task easier under the personal rhythm at the beginning but during later practice they adjusted to the slow tempo for greater efficiency. It is possible that at the beginning stages of learning, the athlete depends mostly on his/her individual rhythm and cannot follow the auditory cue from the metronome very well. Later in practice though, the athlete can overcome the personal tendencies and learn to listen to the external feedback cues. The homogeneity between the personal rhythms used in the two sports allows us to conclude that when designing the training programs we can use common techniques for both sports and that it is more effective to use slow rhythms for young athletes in their training choreography. Additionally, this study found statistical differences with regard to the rhythms used by young athletes. Specifically, it was found that young athletes preferred slow rhythms for learning and performance. Under slow rhythms the work produced was maximized. This is in contrast with previous research on the effect of individually chosen tempo to performance efficiency. In previous studies it was found that performance efficiency was maximized under a personally chosen rhythm [1, 24, 28]. In a study by Salvendy [26], it was found that at least for young adults that move the arm in an 162 Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serb J Sports Sci 3(4): 157-164 ergometer, personal rhythm increased efficiency more than rhythm under an externally produced auditory cue. Probably when movement is performed under personal rhythm, its basic characteristics such as speed, spatiotemporal accuracy, or effort are better organized than when produced under rhythms beyond a preferred frequency. In conclusion, the mean personal rhythms between the two groups of athletes were not statistically different. The greatest work efficiency was produced during the slow rhythm with ~68% of the max work produced. The work produced was directly related to the movement rhythm and performance increased when the movement rhythm was slow and suited to the general motor framework of the child. It is suggested that for young athletes slow rhythms are more efficient for performance and learning. For young athletes, rhythm plays a very important role in the performance of simple motor tasks of flexion-extension of the arm. PRACTICAL APPLICATION • • Coaches should prefer slow rhythms for learning and training choreographies in young athletes because it is suggested that rhythm plays a very important role in the learning and performance of a simple motor task at young age. The work produced is directly related to the rhythm of movement and learning is increased when movements are learned slowly and in accordance with the general motor behavior framework of the child. ACKNOWLEDGEMENTS We would like to thank the University of Athens for financial support. We would like to thank Dr.G.Bogdanis for his technical assistance in developing this study. Particularly, we would also like to thank Miss Eleni Kougia, a graduate student of mine, for her assistance in the writing of this study. REFERENCES 1. 2. 3. 4. 5. 6. 7. 8. 9. 10. 11. 12. 13. 14. 15. 16. 17. Astrand, Q., & Rodahl, Y. (1977). 3 textbook of work physiology. New York: Mc Graw [ill. Barnes, R. M., & Mundel, \. P. (1938). Studies of hand motions and rhythms as appearing in factory work. University of Iowa, Studies Bulletin #12, part III. Basmajian, J. V. (1977). Motor learning and control: G working hypothesis. Arch Phys Med Rehab., 58: 38-40. Beckett, R., & Chang, Y. (1968). An evaluation of the kinematics of gait by minimum energy. J Biomech., 1: 147-159. Chairopoulou, L. C. (1986a). Error bandwidth in the control of simple motor tasks. Proceedings of I::: International conference on system, man and cybernetics, USA: Atlanta. Chairopoulou, L. C. (1986b). Efficiency and personal rhythm in the performance of simple motor tasks. Proceedings of the Human Factors Society, USA: Dayton Ohio. Chairopoulou, L. C. (1986c). Effectiveness and preferred rhythm in the production and control of upper limb movements. Unpublished Doctoral Dissertation, USA: University of Maryland. Chairopoulou, L. C. (1987). G kinetic model of mechanical efficiency. Proceedings of the Fifth International Symposium of Biomechanics in Sports, Greece: Athens. Chairopoulou, L. C., & Parthimos Q. (1999). The relationship between rhythm and efficiency in simple vertical movements of a lever arm in athletes of gymnastics and synchronized swimming. Sports and Exercise Science, Theory and Practice, 14: 55-62. Corlett, P. ^. & Mahadeva, Y. (1970). G relationship between a freely chosen work pace and energy consumption cur_es. Ergonomics, 13: 517- 524. Cotes, P. ^., & Meade, F. (1960). The energy expenditure and mechanical efficiency demand in walking. Ergonomics, 3: 97-119. Dempster, W. T. (1955). Space requirements of the seated operator. Ohio: Wright Patterson Air Force Base, (WADC TR 55-159). Draper, J. E., & Klingman, J. S. (1967). Mathematical analysis: Business and economic applications. Herper & Row Publishers Inc. Fitts, Q. \. (1954). The information capacity of the motor system in controlling the amplitude of movement. J Exp Psychol., 47: 381-391 . Hobart, D. J., & Vorro, J. R. (1974). Electromyographic analysis of intermittent modifications during the acquisition of a novel throwing task. In Nelson, R. C. & Morehouse, C. M. (Eds). Biomechanics IV (p. 553-558). Baltimore, Maryland: University Book Press. Kamon, P., & Gormley, J. (1968). Muscular activity pattern for skilled performance and during learning of a horizontal bar exercise. Ergonomics, 11: 345-357. Landa, J. (1979). Analysis of skill acquisition `n a novel throwing task in terms of biomechanical factors. J Hum Mov Studies., 5: 52-60. 163 Chairopoulou.: Movement rhythm in synchronized swimming and gymnastics Serb J Sports Sci 3(4): 157-164 18. Lin, D. C. (1980). Optimal movement patterns of the lower extremity in running. Unpublished Doctoral Dissertation, Champaing: University of Illinois at Urbana. 19. Lloyd, a. a., & Zacks, R. M. (1972). The mechanical efficiency of treadmill running against a horizontal impeding force. J Physiol-London., 223: 355-363. 20. McGrain, Q. (1980). Trends in selected kinematics and myoelectric variables associated with learning a novel motor task. Res Quart., 51: 509-520. 21. ^ewell, Y. \., Carlton, L. G., Carlton, M. J., & Halbert, J. A. (1980). Velocity as a factor in movement timing accuracy. J Motor Behav., 12: 47-56. 22. Newell, Y. \., & Corcos, D. M. (1993). Variability and motor control. Champaign, IL.: Human Kinetics Publishers. 23. NikoIopoulos, G., & Chairopoulou, C. (2002). Mechanical efficiency and personal rhythm in swimming. Physical Education-Athletics-Health. 14-15: 137-146. 24. ReigeI, P. S. (1981). Athletic records and human endurance. Am Sci., 69: 285-290. 25. Sabayoshi, N., Gliner, J. A., Hor_ath, S. M., & Nakamura, P. (1981). Preferred tempo, work intensity and mechanical efficiency. Percept Motor Skill., 52: 443- 451. 26. Sal_endy, G. (1974). Physiological and psychological aspects of paced performance. Acta physiologica Academiae Scientiarum Hungaricae, 42: 267- 275. 27. Smoll, F. L. (1975). Preferred tempo in performance of repetitive movements. Percept Motor Skill., 40: 439-442. 28. Smoll, F. L., & Schultz, R. W. (1982). Relationships among measures of preferred tempo and motor rhythm. Percept Motor Skill., 46: 883-894. 29. Thompson, K.G., Haljand, R., & McLaren, D. (2000). An analysis of selected kinematic variables in national and elite male and female 100-m and 200-m breaststroke swimmers. J Sports Sci., 18: 421-431. 30. Thompson, K. G., McLaren, D. P. M., Lees, A., & Atkinson, G. (2004). The effects of changing pace on metabolism and stroke characteristics during high-speed breaststroke swimming. J Sports Sci., 22: 149-157. 31. Turvey, \. N. (1990). Coordination. Am Psychol., 45: 938-953. 32. Turvey, M. T., Holl, K. G., La Fiandra, M. E., & Fonseca, S. T. (1999). Can the transitions to and from running and the metabolic cost of running be determined from the kinetic energy of running? J Motor Behav., 31: 265-278. Address for correspondence: Associate Professor Liletta Chairopoulou, Ph.D. 41 Ethnikis Antistasis Str. Dafne, 172 37, GREECE. Phone: +30210 7276067 E-mail: [email protected] 164
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