Microcapsule Rupture: Weibull Probability Plot
2D statistical companion to the 3D microcapsule-rupture visualizer: watch the same Weibull weakest-link fracture population as a strength-density histogram and a linearized probability plot, with a live least-squares fit recovering the modulus m and characteristic strength σ0 from the sampled batch.
This is the 2D companion to the 3D self-healing-microcapsule rupture visualizer, computed independently rather than derived from its 3D scene. Rather than watching individual capsule spheres burst in a translucent matrix block, it renders the population's fracture statistics directly as two synchronized, genuinely 2D-native plots: a strength-density histogram of the batch's Weibull-sampled critical stresses, and a linearized Weibull probability plot — the log(−log(1−F)) vs log(σ) diagnostic real fracture engineers use to read a modulus m and characteristic strength σ0 straight off a straight line. A live least-squares fit to the sampled batch is drawn alongside the analytic curve built from the slider values, so you can watch a finite sample of roughly 400 capsules converge toward — or scatter away from — the population it was drawn from. The applied-stress ramp, the irreversible rupture rule, and the released healing-agent volume tally all use the same Weibull weakest-link mathematics as the 3D version.
2D statistical companion to the 3D microcapsule-rupture visualizer: ramp the applied stress on a Weibull weakest-link population of self-healing polymer microcapsules and watch a live strength-density histogram and a linearized probability plot track the closed-form fracture statistics, with a least-squares fit recovering the batch's modulus m and characteristic strength σ0.
2D · HTML5 Canvas 2D · 60 FPS target · runs fully client-side, no install