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Fundamentals of Biomechanics

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elastic mechanisms in the SSC are preventing<br />

energy loss or maintaining muscle efficiency<br />

(Ettema, 2001), rather than an energy-saving<br />

mechanism. Animal studies (e.g.,<br />

wallabies and kangaroo rats) have been<br />

used to look at the extremes <strong>of</strong> evolutionary<br />

adaptation in muscletendon units related to<br />

SSC movement economy (Biewener, 1998;<br />

Biewener & Roberts, 2000; Griffiths, 1989;<br />

1991). A special issue <strong>of</strong> the Journal <strong>of</strong> Applied<br />

<strong>Biomechanics</strong> was devoted to the role <strong>of</strong><br />

stored elastic energy in the human vertical<br />

jump (Gregor, 1997). Recent in vivo studies<br />

<strong>of</strong> the human gastrocnemius muscle in SSC<br />

movements has shown that the compliant<br />

tendon allows the muscle fibers to act in<br />

near isometric conditions at joint reversal<br />

and while the whole muscle shortens to allow<br />

elastic recoil <strong>of</strong> the tendinous structures<br />

to do more positive work (Kubo,<br />

Kanehisa, Takeshita, Kawakami, Fukashiro,<br />

& Fukunaga, 2000b; Kurokawa, Fukunaga,<br />

& Fukashiro, 2001). The interaction <strong>of</strong> tendon<br />

and muscle must be documented to<br />

fully understand the benefits <strong>of</strong> the SSC action<br />

<strong>of</strong> muscles (Finni et al., 2000).<br />

Another mechanism for the beneficial<br />

effect <strong>of</strong> SSC coordination is related to the<br />

timing <strong>of</strong> force development. Recall that the<br />

rate <strong>of</strong> force development and the<br />

Force–Time Relationship have dramatic effect<br />

on high-speed and high-power movements.<br />

The idea is that if the concentric<br />

movement can begin with near-maximal<br />

force and the slack taken out <strong>of</strong> the elastic<br />

elements <strong>of</strong> the MTU, the initial acceleration<br />

and eventual velocity <strong>of</strong> the movement<br />

will be maximized. While this is logical, the<br />

interaction <strong>of</strong> other biomechanical factors<br />

(Force–Length Relationship, architecture,<br />

and leverage) makes it difficult to examine<br />

this hypothesis. Interested students should<br />

see papers on this issue in the vertical jump<br />

(Bobbert, Gerritsen, Litjens, & van Soest,<br />

1996; Bobbert & van Zandwijk, 1999) and<br />

sprint starts (Kraan, van Veen, Snijders, &<br />

Storm, 2001).<br />

CHAPTER 4: MECHANICS OF THE MUSCULOSKELETAL SYSTEM 91<br />

The most influential mechanism for the<br />

beneficial effect <strong>of</strong> an SSC will likely depend<br />

on the movement. Some events like<br />

the foot strike in sprinting or running jump<br />

(100 to 200 ms) require high rates <strong>of</strong> force<br />

development that are not possible from rest<br />

due to the Force–Time Relationship. These<br />

high-speed events require a well-trained<br />

SSC technique and likely have a different<br />

mix <strong>of</strong> the four factors than a standing vertical<br />

jump.<br />

Plyometric (plyo=more metric=length)<br />

training will likely increase the athlete's<br />

ability to tolerate higher eccentric muscle<br />

forces and increase the potentiation <strong>of</strong> initial<br />

concentric forces (Komi, 1986). Plyometrics<br />

are most beneficial for athletes in<br />

high-speed and power activities. There has<br />

been considerable research on the biomechanics<br />

<strong>of</strong> lower-body drop jumping plyometrics<br />

(Bobbert, 1990). Early studies<br />

showed that jumpers tend to spontaneously<br />

adopt one <strong>of</strong> two techniques (Bobbert,<br />

Makay, Schinkelshoek, Huijing, & van<br />

Ingen Schenau, 1986) in drop jumping exercises.<br />

Recent research has focused on technique<br />

adaptations due to the compliance <strong>of</strong><br />

the landing surface (Sanders & Allen, 1993),<br />

the effect <strong>of</strong> landing position (Kovacs et al.,<br />

1999), and what might be the optimal drop<br />

height (Lees & Fahmi, 1994). Less research<br />

has been conducted on the biomechanics <strong>of</strong><br />

upper body plyometrics (Newton, Kraemer,<br />

Hakkinen, Humphries, & Murphy,<br />

1996; Knudson, 2001c). Loads for plyometric<br />

exercises are controversial, with loads<br />

ranging between 30 and 70% <strong>of</strong> isometric<br />

muscular strength because maximum power<br />

output varies with technique and the<br />

movement (Cronin, McNair, & Marshall,<br />

2001a; Izquierdo, Ibanez, Gorostiaga,<br />

Gaurrues, Zuniga, Anton, Larrion, &<br />

Hakkinen, 1999; Kaneko, Fuchimoto, Toji,<br />

& Suei, 1983; Newton, Murphy, Humphries,<br />

Wilson, Kraemer, & Hakkinen, 1997;<br />

Wilson, Newton, Murphy, & Humphries,<br />

1993).

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