Sylvain Dorel’s research while affiliated with Nantes Université and other places

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Publications (4)


Table 1. Different sources for the data of distance–time curve in 100 m. All of these data concerned the final in each event 
Fig. 2. Correlations between 100-m performance (Perf) and mechanical variables obtained over the race, mean power (a), mean force (b), and maximal velocity (c) for women (gray) and men (black) sprinters.  
Fig. 3. Women's (gray line) and men's (black line) velocity (a), force (b), and power (c) time-course over the entire 100-m. Bold lines represent averaged data of the 50 runs collected for women and men sprinters. Thin lines represent the average value plus or minus one standard deviation (**P ≤ 0.001). The dotted line represents the actual limit of the human sprint performance set by Usain Bolt in 2009. The verticals lines represent the time at V max (T Vmax ).  
Fig. 1. Women's (gray line) and men's (black line) force (a) and power-velocity (b) curve until V max . Bold lines represent averaged data of the 50 runs collected for women and men sprinters. Thin lines represent the average value plus or minus one standard deviation (**P ≤ 0.001). The dotted line represents the actual limit of human sprint performance set by Usain Bolt in 2009.  
How 100-m event analyses improve our understanding of world-class men’s and women’s sprint performance
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October 2015

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4,411 Reads

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5 Citations

Scandinavian Journal of Medicine and Science in Sports

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This study aimed to compare the force (F) - velocity (v) - power (P) - time (t) relationships of female and male world-class sprinters. A total of one hundred distance-time curves (50 women and 50 men), were computed from international 100-m finals, to determine the acceleration and deceleration phases of each race: 1) mechanical variables describing the velocity, force and power output; and 2) F-P-v relationships and associated maximal power output, theoretical force and velocity produced by each athlete (Pmax, F0 and V0). The results showed that the maximal sprint velocity (Vmax) and mean power output (W.kg-1) developed over the entire 100-m strongly influenced 100-m performance (r > -0.80; p ≤ 0.001). With the exception of mean force (N.kg-1) developed during the acceleration phase or during the entire 100-m, all of the mechanicals variables observed over the race were greater in men. Shorter acceleration and longer deceleration in women may explain both their lower Vmax and their greater decrease in velocity, and in turn their lower performance level, which can be explained by their higher V0 and its correlation to performance. This highlights the importance of the capability to keep applying horizontal force to the ground at high velocities.

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TABLE 1 : Mean ± SD of F 0 , V 0 and P max obtained with the two methods, and bias between the two methods.
A simple method for measuring power, force and velocity properties of sprint running

January 2013

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16,672 Reads

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16 Citations

The aim of this study was to propose and validate a simple field method to determine individual force, velocity and power output properties of sprint running. On the basis of 5 split times, this method models the horizontal force an athlete develops over sprint acceleration using a macroscopic inverse dynamic approach. Low differences in comparison to force plate data support the validity of this simple method to determine force-velocity relationship and maximal power output, which constitutes interesting tools for sprint training and performance optimization. INTRODUCTION Sprint running is a key factor of performance in many sport activities, such as track and field events or team sports. This ability implies large forward acceleration, which has been related to the capacity to develop high amounts of horizontal power output onto the ground, i.e. high amounts of horizontal external force at various speeds over sprint acceleration [2, 4]. The overall mechanical capability to produce horizontal external force during sprint running is well described by the linear force-velocity (F-v) relationship [2, 5]. This relationship characterizes the mechanical limits of the entire neuromuscular system during sprint propulsion and is well summarized through the maximal force (F 0) and velocity (v 0) this system can develop [5] and the associated maximal power output (P max). Moreover, the slope of the F-v relationship determines the individual F-v mechanical profile, i.e. the ratio between force and velocity qualities, which has recently been shown to determine explosive performances, independently from the influence of P max [6]. These parameters are a complex integration of numerous individual muscle mechanical properties, morphological and neural factors affecting the total external force developed by lower limbs, but also of the technical ability to apply the external force effectively onto the ground. Recently, Morin and colleagues showed that sprint performances (6s-sprints, 100m-events or repeated sprints) are as much (or even more) related to the technical ability to applied force onto the ground as to the total force developed by lower limbs [3, 4].

Citations (2)


... force production [4][5]. As an example Rabita et al. [6] have shown that, in the first 30 m of a 100 m race the increase in running velocity is mirrored by a decrease in horizontal force; as a result, power output, which is recognized to be the major determinant of sprint performance and acceleration ability [5,6,7], is maximal in the first steps of a sprint. ...

Reference:

Correlations between muscle-tendon parameters and acceleration ability in 20 m sprints
How 100-m event analyses improve our understanding of world-class men’s and women’s sprint performance

Scandinavian Journal of Medicine and Science in Sports

... Description of force-velocity (Fv) characteristics and the development of methods to monitor and optimize these in the training of competitive athletes have received increasing attention in the sport science literature in recent years [1][2][3][4][5][6][7][8][9]. The physiological mechanism underlying this topic is the inverse relationship between muscle fiber force production and contraction velocity, which was cited in the early 20th century [10]. ...

A simple method for measuring power, force and velocity properties of sprint running