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                    Functional Surfaces in Biology: Mechanisms and Applications                 383

                    maximum friction required for acceleration, deceleration, and maneuvering combined with min-
                    imum friction in joints for economic energy expenditure. Adhesion phenomena can also contribute
                    to the functionality of such a system.
                      Vertebrate bones, that are joined with each other, are covered by cartilage, which is the gliding
                    surface of the joint. The coefficient of friction is very low (0.0026) (Fung, 1981). Cartilage is a
                    fibrous composite material of collagen fibers embedded in a highly hydrated proteoglycan gel
                    (Buckwalter, 1983; Aspden, 1994). The so-called white fibro-cartilage is responsible for joint
                    mobility. It provides lubrication of surfaces in contact (Ateshian, 1997) and serves as a kind of
                    damper under dynamic loads. Four theories explaining the cartilage lubrication mechanism have
                    been previously reviewed. These are fluid transport theory, lubrication layer theory, roller-bearing
                    theory, and cartilage material theory (Fung, 1981; Scherge and Gorb, 2001). In insect joints, which
                    work under lower loading forces, but much higher frequencies than vertebrate joints (Wootton and
                    Newman, 1979; Gronenberg, 1996), the joint surfaces are usually smooth or present a combination
                    of wavy and smooth counterparts (Figure 15.2). Underlying tissues are penetrated with canals,
                    which are presumably responsible for delivering lubricants in the contact area. The specialized
                    surface structures in the insect joints have been shown to confer friction-reducing properties in
                    certain insect surfaces (Perez Goodwyn and Gorb, 2004). The next step is to transfer the structural
                    and functional solutions found in biological joints to industrial systems.
                      Evolutionary processes have adapted swimming and flying organisms to interact efficiently with
                    the surrounding medium. Reduction of drag due to friction in the boundary-layer close to the body
                    surface is one of these adaptations. Skin secretion (mucus), compliant material of skin, scales,
                    riblets and the degree of roughness may influence the flow velocity gradient, the type of flow, and
                    the thickness of the boundary-layer around animals, and may seriously affect their drag in a positive
                    or negative way. Boundary-layer damping results from a combination of elastic and viscoelastic
                    structures in the skin of some animals. Dolphin skin has a very special design (Nachtigall, 1977). It
                    is very smooth and relatively soft. Under the pressure of microturbulence, the rubber-like outer

























                    Figure 15.2  Examples of micro-joints in insects. (a) Lateral view of the wing double wave locking mechanism in
                    the bug Coreus marginatus (forewing part). This joint provides interlocking between both wings on the same side of
                    the body in the anterior direction allowing them to slide in the medial and lateral directions. (From Perez Goodwyn,
                    P.J. and S.N. Gorb (2004) J. Comp. Physiol. A 190: 575–580. With permission of Springer Verlag.) (b) Medial
                    aspect of the femoro-tibial joint (femoral part) of the leg in the beetle Melolontha melolontha. (c) Fracture of the
                    material of the joint in the beetle M. melolontha. (d) Diagram of the wing locking mechanism shown in (a).
                    (e) Diagram of the femoro-tibial joint shown in (b) and (c). Constructional principles and mechanical principles
                    found in such joints can be used to design joints in technical actuators (a)–(c).
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