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Bar-Cohen : Biomimetics: Biologically Inspired Technologies  DK3163_c007 Final Proof page 220 21.9.2005 11:41am




                    220                                     Biomimetics: Biologically Inspired Technologies

                    7.4.3.1 Intrinsic Material

                    The unique arrangement of the constituent atoms of intrinsic materials would give rise to:

                    .     unique potential field surface around them;
                    .     unique charge distribution;
                    .     unique internal energy gradients.
                    It is through these internal energy gradients that two particular intrinsic materials would interact
                    with each other. Hence the behavior of the intrinsic material would be a direct function of its
                    internal energy gradients.
                    7.4.3.2 Interaction Laws

                    The final objective of any interacting intrinsic materials would be to achieve the intrinsic balance of
                    the resulting system (termed self-balancing). This would translate to achieving minimum energy
                    gradients in all directions for all interacting materials. The final system would then be defined by its
                    new achieved internal energy gradients. These intrinsic energy gradients would also be influenced
                    by the external fields.

                    7.4.3.3 Self-Balancing

                    It implies that the materials considered would tend to align with its intrinsic energy gradients and
                    would try to minimize the formed unbalance. The classical instance of self-replication via energy-
                    minimized self-assembly was first demonstrated in the late 1950s. The canonical example of this
                    approach is called the Penrose Blocks (Penrose and Penrose, 1957; Penrose, 1958). The unbalance
                    and the property of self-balancing are similar in essence to what is postulated by the law of entropy.
                    This concept of self-balancing is motivated from the law of maximum entropy production accord-
                    ing to which a system follows a path which minimizes the potential or maximizes entropy at the
                    maximum rate (Archives of Science, 2001).

                    7.4.3.4 Growth and the Reproductive Limit

                    An intrinsic material would have a property of growth (an important variable for replication). This
                    property of growth only occurs when the system is provided with some energy maybe in the form of
                    additional intrinsic material or external gradients. Growth cannot happen in isolation. This implies
                    that in the process of self-balancing, it is possible that the particular configuration of the intrinsic
                    material is stable up to a particular level. This level would be governed by the strength of the
                    potential gradients for that intrinsic material and the extrinsic gradients. Therefore, the growth
                    implies that the intrinsic material can achieve higher state by not disturbing its self-balance or
                    increasing it further. But this growth can only be achieved to a particular extent; beyond it, it tends
                    to disintegrate by following the paths defined by the laws of maximum entropy production. And this
                    particular limit of growth is termed Reproductive Limit.

                    7.4.3.5 Self-Filtering and Self-Healing

                    The concept of replication further demands that the materials thus designed should exhibit the
                    property of self-filtering and self-healing. Self-filtering implies that the material involved in the
                    systems exhibiting self-replication will not allow any kind of growth pattern but only a particular
                    one. This particular growth pattern (which inherently depends on the interactions of the compon-
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