Abstract

Likely outcomes of a collision between two objects are annihilation, reflection or fusion. We show how to construct a one-bit adder with pattern that fuse on impact. A fusion gate has two inputs and three outputs. When a signal is generated on a single input the object propagates along its own output trajectory. When both inputs are active the objects collide at a junction of input trajectories, fuse and propagate along dedicated output trajectory. Thus two outputs produce conjunction of one signal with negation of another signal; and, third output produces conjunction of input signals. By merging two outputs in one we make a one-bit half adder: one output is the conjunction of input signals, another output is the exclusive disjunction of the signals. We discuss blue-prints of the half-adders realised with two types of physical signal careers --- wave-fragments in excitable medium and high-velocity jet streams. We also propose an electrical circuits analogous of a fusion half-adder. By running fusion half-adders in reverse we find that, despite realising the same functions when in a straight mode, all devices implement different functions when their inputs swapped with outputs.

Highlights

  • Unconventional computing is 99% conventional theory and only 1% novel computing substrates and devices

  • In excitable chemical media signal careers are excitation waves; the signals are modified via interaction between the excitation waves or wave-fragments

  • If we go back into 1950-1960s we find the fusion gate (Fig. 1) was a rediscovery, implemented in a novel substrate, of a jet stream andgate, a key component of fluidic circuits [34, 15]

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Summary

Introduction

Unconventional computing is 99% conventional theory and only 1% novel computing substrates and devices. The wave-fragments collide and fuse into a new localised excitation travelling east. Note that these are not trains of waves but two single-wave-fragments recorded at regular time intervals and superimposed on the same image. The output trajectory of undisturbed wave-fragment y represents xy When both input variables are True the wave-fragments x and y collide and merge into a single wave-fragment. The fact that two gates discovered with a forty-years interval prompted us to look closer at the potential implementations of the fusion gate and binary arithmetic circuits made from it This is what the present paper about.

Excitable half-adder
Flueric half-adder
Electrical half-adder
Reversing circuits
Discussion
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