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ULTIMATE COMPUTING - Quantum Consciousness Studies

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NanoTechnology 215<br />

10.7 Replicating Automata<br />

Ideas of automatic machines and robots have existed for centuries, but not till<br />

the work of John von Neumann in the mid twentieth century was there<br />

mathematical proof of the possible existence of self-replicating automata in a real<br />

physical sense. Assuming the proper material could be found, and using relatively<br />

simple neighbor logic, subunits could spontaneously assemble into complex<br />

structures, dynamically disassemble, multiply, or rearrange into successive<br />

configurations. Freeman Dyson (1979), Schneiker (1986) and others have<br />

considered the profound usefulness of such hypothetical robotic replicators in<br />

uses and sizes ranging from outer space exploration to household furniture to<br />

nanoscale “Hibb’s machines,” or nanodoctors. Dyson (1979) foresaw selfreplicators<br />

which, after being launched from earth to an asteroid or planet, could<br />

mine, their own raw materials and form symbiotic relationships with other “life”<br />

forms. Shoulders (1961) extended the concept of replicators to the nanoscale<br />

where their existence could have wide ranges of scientific and medical<br />

applications.<br />

Implementation of real-world, useful replicators faces many obstacles. A<br />

NASA study group (Bekey and Naugle, 1980) found that von Neumann’s famous<br />

proof made major assumptions and avoided significant problems. Schneiker<br />

(1987) has summarized an approach to simplifying the development of replicative<br />

automata by minimizing the different types of materials/parts needed, the number<br />

of scale-dependent factors, part tolerance and wear, and assembly complexity.<br />

One other requirement is to increase reliability (i.e. by intrinsic error detection,<br />

repair, regeneration). Presently, these traits are fulfilled only by computer<br />

simulations or purely biological structures such as cytoskeletal proteins and<br />

viruses.<br />

Schneiker (1986) notes that simple microreplicators, augmented with<br />

STM/FMs could mass produce nanotechnology products in virtually unlimited<br />

quantities. Nanotechnology applied to new superconductive materials (and vice<br />

versa) may help to implement useful replicative micro-automata which in turn<br />

could turn out nanodevices in vast quantities. Until recently superconductivity has<br />

been thought limited to near absolute zero temperatures, however some materials<br />

have been shown to have superconductive transitions at much warmer, easily<br />

attainable temperatures (Robinson, 1987).<br />

The dramatic increase in superconducting transition temperatures in certain<br />

materials, and the availability of lossless current, magnets, and motors may herald<br />

a wave of scientific, technological, and economic advances. Schneiker contends<br />

that among these will be the facilitation of STM technology (superconductive<br />

tunneling), Josephson junctions, magnetic field sensors, as well as<br />

superconducting replicators. Superconducting materials offer scaling benefits,<br />

design simplicity, low power needs, and high component density.<br />

Superconducting magnets and coils could form switchable “glue” or “clamps” to<br />

hold subassemblies, generate switchable magnetic field patterns, direct assembly,<br />

positioning, and dynamic functions, drive rotary/linear motors or form<br />

superconducting channels or guideways for material transport (Schneiker, 1987).<br />

Collective intelligence occurring in parallel replicating automata has been<br />

studied by Christopher Langton (1986) of Los Alamos National Laboratories.<br />

Langton is the organizer of a Los Alamos conference on “Artificial Life,” the<br />

study of computer systems that exhibit behavior characteristic of natural life. By<br />

exploring models of cellular automata and self-replicators, Langton (1987) hopes<br />

to “extract the molecular logic of living systems.”<br />

Langton (1987) states.

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