Tezos

Cascade #35

Description

This piece is heavily influenced by the Danish physicist Per Bak and his work on self-organized criticality. Specifically, it is derivative of his sandpile model. In that model, grains of sand are added to a grid at random locations. If the number of grains at a single location exceeds four, it begins an "avalanche", and pushes one grain out to each cardinal neighbor. This then has the potential of causing a string of avalanches as neighbors also exceed the limit. His model has a number of interesting characteristics, the most noteworthy being that regardless of initial configuration, it eventually approaches a critical state where the frequency of avalanches sizes follows a power-law relationship. Avalanches of any size are possible, with their frequencies being inversely proportional to the size of the avalanche. 'Cascade' has some important distinctions from this sandpile model. - Cascades can happen as soon as there are three grains of sand rather than four in a given cell - Cascades will not flow back into the neighboring location(s) that caused a cell to exceed its threshold - New grains are introduced at one or more fixed locations rather than randomly I've provided the following keyboard shortcuts to allow you to explore this system more thoroughly: 'P': pause/play Right Arrow: Take a single step forward 'S': Restart with new set of sand sources 'I': Restart with new initial sand configuration 'C': Toggle whether or not circles are drawn 'L': Toggle whether or not lines are shown when sand moves 'T': Toggle text indicating how many grains of sand are present

Traits

Tag

sandpile

Tag

cascade

Token

Contract: KT1KEa...HaCE
Token ID: 586606

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