The relationship between strength, power and ballistic performance

https://doi.org/10.1016/j.jelekin.2007.07.011Get rights and content

Abstract

The purpose of this investigation was to answer the question, “Does Stronger Mean Faster?”. After a screening for elbow strength and speed, four groups of 8 subjects were selected for further investigation that fell into the extreme quartiles of the strength and speed continuums. The main investigation employed an apparatus that could freely rotate in the sagittal plane. Three isometric trials were performed at 60°, 90° and 120° of elbow extension. Dynamic trials were performed with relative resistances (0, 20, 40, 60 and 80%), determined from the lowest maximum isometric torque produced from the three joint angles mentioned above, and absolute resistances of 1.1 kg and 2.2 kg. A 1:1 relationship between strength and speed was not established (r = 0.498). Normalized peak power proved to be the best kinetic variable for predicting peak velocity (r ranging between 0.793 and 0.918). Individuals with similar peak torques were compared and the patterns of torque development, whether torques peaked early or late during the movement, physiologically agreed with known theoretically established mechanical responses. Similar velocities were also achieved with different peak torques demonstrating a timing issue. Estimated fibre-typing could not account for the performance differences.

Introduction

Many human movements are of a ballistic nature. Some individuals are capable of performing these fast movements much more rapidly than others. What makes one person capable of achieving a greater final velocity is the focus of this paper. To achieve a greater final velocity, an individual would have to develop more force, over a given distance, than another individual. Hochmuth and Marhold (1977) remind us that most human movements are constrained to a distance over which forces can be developed.

Since most human movements require time to build up to peak force, how does the pattern of force development influence the movement outcome? Dowling (1992) has shown that even in situations where the movement is constrained to a given distance (range of motion) and time is required to build up to peak force, the force pattern (see Fig. 1a) greatly affects the final velocity (see Fig. 1b) and movement time (see Fig. 1c) even if the peak force is not altered. A movement in which the peak force occurs early on is characteristic of a short movement time whereas a movement that achieves the same peak force later in the movement demonstrates a higher final velocity.

When analyzing the power between the two different movements, it was noted that the force pattern whose peak occurred later in the movement required a greater peak instantaneous power and required that it occur later in the movement as well (see Fig. 1d). Therefore, even if the same peak force is achieved, the pattern of force development will determine whether a movement will be one of short duration or one with a higher final velocity.

This notion of developing large amounts of peak power, particularly near the end of a movement, seems to be critical in the successful execution of a ballistic task. For vertical jumping, Dowling and Vamos (1993) analyzed 19 temporal and kinetic variables from the force-time and power-time curves to determine which characteristics were reflective of a good performance. From the ninety-seven young adults examined in this study, peak positive power was found to be the single best predictor of a good performance. The analyses performed on the vertical jumping data, however, did not tease apart the effects of countermovement (Asmussen and Bonde-Petersen, 1974, Bosco et al., 1982, Chapman and Sanderson, 1990, Dowling, 1992, Kawakami et al., 2002, Van Ingen Schenau, 1984), arm-swing (Feltner et al., 1999, Harman et al., 1990, Wrbaskic et al., 2002) and coordination (Tomioka et al., 2001) which can individually, or in combination, improve performance and be the difference between a good and poor outcome.

When training is concerned, Kaneko et al. (1983) demonstrated that maximal effort training at 0% load was the best stimulus for the improvement of maximum velocity at that load while 100% training of maximum load improved strength the most. They concluded that modifications to the force-velocity curve could be achieved and that the most effective stimulus for improving maximum power output should be at 30% of maximum strength. Therefore, stronger is not faster.

Wilson et al. (1993) echoed that response by showing that explosive weight training that maximized power output improved vertical jump height the greatest. The next best training response was observed by a plyometric training group which was followed by a weight-training group. Caiozzo et al. (1981) demonstrated that high velocity training only improved the torques at high velocity but that low velocity training increased the torques at both low and high velocity. Therefore, stronger is faster.

A control group was capable of achieving the similar elbow extension velocities as that of karate-trained individuals at preloads of 0 and 10% of their respective maximum voluntary contractions (Zehr et al., 1997). It was noted that the karate group displayed evidence for a superior performance in a velocity/load specific response. Therefore, stronger is faster.

The purpose of this investigation was to determine the relationship between strength and speed without any other confounding factors such as the coordination of multi-segments, transfer of momentum between body segments and countermovement enhancement. Therefore, the single-joint movement of elbow extension was chosen to be analyzed. The triceps muscle is the main muscle for achieving elbow extension, thus, a ‘one-muscle-to-movement outcome’ scenario can be discussed. This situation is not observed at other joints where force-sharing would most likely occur during movements.

Section snippets

Subjects

One hundred university-aged males were screened for this investigation so that a range of maximum isometric elbow extension torques and peak angular velocities about the elbow could be determined. A smaller group of 32 subjects was then selected for further testing. This investigation was approved by the President’s Committee on Ethics of Research on Human Subjects at McMaster University. Prior to the onset of the protocol, informed written consent was obtained.

Screening

A freely rotating wooden

Main subjects

From the screening of 100 subjects, the 32 subjects that were asked to return were determined to be in one of the four categories of interest, namely ‘Strong & Fast’, ‘Strong & Slow’, ‘Weak & Fast’ and ‘Weak & Slow’. These categories were chosen based on the quartiles for both the strength and speed variables.

Main experimental setup

A custom-built elbow flexion-extension device was used in the main investigation. It was mounted on a table that was attached to an exercise work-out bench. The bench had an adjustable

Isometric strength vs. speed

The results from the screening of the 100 subjects are displayed in Fig. 4. When strength was correlated with speed, it yielded a coefficient of r = 0.473. Both the strength and speed variables were divided into quartiles in the hope of obtaining eight subjects in each of the four extreme quartiles. This, however, proved not to be the case. It was then decided to select candidates just outside of those extreme quartiles such that the following conditions would be maintained: the strongest person

Discussion

An attempt was made to answer the question, “Does Stronger Mean Faster?”. For that purpose, it was decided to use triceps strength and dynamic elbow extensions since the triceps is the main elbow extensor and a ‘one-muscle-to-movement outcome’ scenario can, therefore, be discussed. A screening process was performed on 100 university-aged males to determine a range of values for maximum isometric triceps strength and peak elbow extension angular velocity. The screening process was done on the

Dr. Nebojša Wrbaškić received his Ph. D. in Biomechanics in 2004 from McMaster University in Hamilton, Canada. His areas of specialization are in the modeling of human movement through simulation and the use of electromyography. His interests include investigating the mechanisms responsible for movement in order to identify areas of weakness so that specific interventions can then be employed to improve performance and aid in rehabilitation.

References (19)

  • J.J. Dowling

    The effect of muscle mechanics on human movement outcomes as revealed by computer simulation

    Hum Mov Sci

    (1992)
  • G.J. Van Ingen Schenau

    An alternative view of the concept of utilization of elastic energy in human movement

    Hum Mov Sci

    (1984)
  • E. Asmussen et al.

    Storage of elastic energy is skeletal muscles in man

    Acta Physiol Scand

    (1974)
  • C. Bosco et al.

    Store and recoil of elastic energy in slow and fast types of human skeletal muscle

    Acta Physiol Scand.

    (1982)
  • V.J. Caiozzo et al.

    Training-induced alterations of the in vivo force-velocity relationship of human muscle

    J Appl Physiol

    (1981)
  • A.E. Chapman et al.

    Muscle coordination in sporting skills

  • J.J. Dowling et al.

    Identification of kinetic and temporal factors related to vertical jump performance

    J Appl Biomech

    (1993)
  • M.E. Feltner et al.

    Upper extremity augmentation of lower extremity kinetics during countemovement vertical jumps

    J Sports Sci

    (1999)
  • T. Hamada et al.

    Post-activation potentiation, fiber type, and twitch contraction time in human knee extensor muscles

    J Appl Physiol

    (2000)
There are more references available in the full text version of this article.

Cited by (4)

  • What is the minimum torque required to obtain passive elbow end range of motion?

    2022, Gait and Posture
    Citation Excerpt :

    A literature search could not answer the question: What is the minimum amount of torque required to obtain end range of motion? Despite this gap in the literature, there are numerous studies assessing the maximum torque of the elbow during different activities [14–16]. Additionally, there have also been numerous studies assessing metacarpal phalange stiffness [17–19].

Dr. Nebojša Wrbaškić received his Ph. D. in Biomechanics in 2004 from McMaster University in Hamilton, Canada. His areas of specialization are in the modeling of human movement through simulation and the use of electromyography. His interests include investigating the mechanisms responsible for movement in order to identify areas of weakness so that specific interventions can then be employed to improve performance and aid in rehabilitation.

Dr. James J. Dowling is an Associate Professor at McMaster University, Hamilton, Canada. He is a member of the Canadian Society of Biomechanics and the International Society of Biomechanics. His areas of specialization primarily involve the modeling and computer simulation of human movement. His focus is the prediction of individual muscle forces by using electromyography and segmental kinematics.

View full text