2D Radioactive Decay — Stochastic Half-Life & Decay Chains
Interactive 2D radioactive decay simulator: individual atoms decay one at a time with a real per-atom probability derived from half-life, the live population is compared against the true N(t)=N0*2^(-t/T) curve, and a decay-chain mode lets a parent isotope feed a daughter isotope with its own half-life.
Each atom on the grid decays independently at random, with a per-step probability P = 1 − 2^(−dt/T½) derived directly from the chosen half-life — nothing here is a pre-scripted exponential curve. The live simulated population is plotted against the true N(t) = N₀·2^(−t/T½) closed-form curve so you can watch statistical noise settle around the textbook law as the sample grows or shrinks. Switch on decay chain mode to send every parent decay into a genuinely unstable daughter isotope with its own half-life, and compare its emergent population against the closed-form Bateman-equation solution for a two-step decay chain.
Individual atoms decay one at a time with a real per-atom probability P = 1-2^(-dt/T1/2) derived from a chosen half-life, the live population is compared against the true N(t)=N0*2^(-t/T) curve, and a decay-chain mode sends every parent decay into a genuinely unstable daughter isotope with its own half-life.
2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install