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Fundamentals of Biomechanics

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154 FUNDAMENTALS OF BIOMECHANICS<br />

Figure 6.17. Raising a bowling ball in the approach stores more potential energy in the ball than the kinetic energy<br />

from the approach. The potential energy <strong>of</strong> the ball can be converted to kinetic energy in the downswing.<br />

energy in some non-useful form and never<br />

achieve 100% efficiency. This is similar to<br />

the energy losses (hysteresis) in strain energy<br />

stored in deformed biological tissues<br />

studied in chapter 4.<br />

Strain energy is the energy stored in<br />

an object when an external force deforms<br />

that object. Strain energy can be viewed<br />

as a form <strong>of</strong> potential energy. A pole<br />

vaulter stores strain energy in the pole<br />

when loading the pole by planting it in the<br />

box. Much <strong>of</strong> the kinetic energy stored in<br />

the vaulter's body during the run up is converted<br />

into strain energy and back into kinetic<br />

energy in the vertical direction.<br />

Unfortunately, again, not all the strain energy<br />

stored in objects is recovered as useful<br />

energy. Often large percentages <strong>of</strong> energy<br />

are converted to other kinds <strong>of</strong> energy that<br />

are not effective in terms <strong>of</strong> producing<br />

movement. Some strain energy stored in<br />

many objects is essentially lost because it is<br />

converted into sound waves or heat. Some<br />

machines employ heat production to do<br />

work, but in human movement heat is a<br />

byproduct <strong>of</strong> many energy transformations<br />

that must be dissipated. Heat is <strong>of</strong>ten even<br />

more costly than the mechanical energy in<br />

human movement because the cardiovascular<br />

system must expend more chemical<br />

energy to dissipate the heat created by vigorous<br />

movement.<br />

The mechanical properties <strong>of</strong> an object<br />

determine how much <strong>of</strong> any strain energy<br />

is recovered in restitution as useful work.<br />

Recall that many biomechanical tissues are<br />

viscoelastic and that the variable hysteresis<br />

(area between the loading and unloading<br />

force-displacement curves) determines the<br />

amount <strong>of</strong> energy lost to unproductive energies<br />

like heat. The elasticity <strong>of</strong> a material<br />

is defined as its stiffness. In many sports involving<br />

elastic collisions, a simpler variable<br />

can be used to get an estimate <strong>of</strong> the elastic-

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